Wireworld Modern

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Freywa
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Re: Wireworld Modern

Post by Freywa » February 23rd, 2019, 11:06 pm

This is something I had been wanting for a long time, a constant-time binary lookup table:

Code: Select all

x = 228, y = 75, rule = WireworldModern
51.3C6.C6.3C5.3C7.C4.5C4.3C4.5C4.3C5.3C6.C5.4C5.3C4.3C5.5C3.5C$50.C3.
C4.2C5.C3.C3.C3.C5.2C4.C7.C3.C7.C3.C3.C3.C3.C4.C.C4.C3.C3.C3.C3.C2.C
4.C7.C$50.C3.C5.C9.C7.C4.C.C4.C7.C10.C4.C3.C3.C3.C3.C3.C3.C3.C3.C7.C
3.C3.C7.C$50.C.C.C5.C8.C6.2C4.C2.C5.3C4.4C7.C5.3C5.4C3.C3.C3.4C4.C7.C
3.C3.4C4.4C$50.C3.C5.C7.C9.C3.5C7.C3.C3.C5.C5.C3.C7.C3.5C3.C3.C3.C7.C
3.C3.C7.C$50.C3.C5.C6.C6.C3.C6.C4.C3.C3.C3.C5.C5.C3.C3.C3.C3.C3.C3.C
3.C3.C3.C3.C2.C4.C7.C$51.3C5.3C4.5C4.3C7.C5.3C5.3C6.C6.3C5.3C4.C3.C3.
4C5.3C4.3C5.5C3.C2$55.CBD2CBD.CBD2CBD.CBD2CBD.CBD2CBD.CBD2CBD.CBD2CBD
.CBD2CBD.CBD2CBD.CBD2CBD.CBD2CBD.CBD2CBD.CBD2CBD.CBD2CBD.CBD2CBD.CBD
2CBD.CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2C$54.C7.C7.C
7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C$53.D7.D7.D7.D7.D7.D7.D7.D7.D
7.D7.D7.D7.D7.D7.D7.D$50.2CB2.B2.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.
2CB.B3.2CB.B3.2CB.B3.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B2.
2CB2.B$49.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C
.D5.C.D5.C.D5.C.D5.C$50.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.
C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B
2C2.C2.B2C2.C$53.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.
D5.D.D5.D.D5.D.D5.D.D5.D.D$50.2CB2.B2.2CB2.B2.2CB.B3.2CB.B3.2CB.B3.2C
B.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B2.2CB
2.B2.2CB2.B$49.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C
.D5.C.D5.C.D5.C.D5.C.D5.C$50.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.
B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.
C2.B2C2.C2.B2C2.C$53.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D
5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D$50.2CB2.B2.2CB2.B2.2CB2.B2.2CB.B3.2CB.
B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB2.B2.2CB2.B2.2CB2.B2.
2CB2.B2.2CB2.B$49.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D
5.C.D5.C.D5.C.D5.C.D5.C.D5.C$50.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.
C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B
2C2.C2.B2C2.C2.B2C2.C$53.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D
5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D$50.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B
2.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB2.B2.2CB
2.B2.2CB2.B2.2CB2.B$49.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D
5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C$50.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.
B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.
C2.B2C2.C2.B2C2.C2.B2C2.C$53.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.
D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D$50.2CB2.B2.2CB2.B2.2CB2.B2.2CB
2.B2.2CB2.B2.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.
2CB2.B2.2CB2.B2.2CB2.B$49.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.
C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C$50.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.
C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B
2C2.C2.B2C2.C2.B2C2.C2.B2C2.C$53.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D
.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D$50.2CB2.B2.2CB2.B2.2CB2.B
2.2CB2.B2.2CB2.B2.2CB2.B2.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB.B3.
2CB.B3.2CB.B3.2CB2.B2.2CB2.B$49.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D
5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C$50.B2C2.C2.B2C2.C2.B2C2.C
2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C
2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C$53.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.
D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D$50.2CB2.B2.2CB2.B2.
2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B2.2CB.B3.2CB.B3.2CB.B3.2CB.B3.
2CB.B3.2CB.B3.2CB.B3.2CB.B3.2CB2.B$49.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D
5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C.D5.C$50.B2C2.C2.B2C2.C2.B
2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C
2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C2.B2C2.C$53.D.D5.D.D5.D.D5.D.D5.D.D5.
D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D5.D.D$51.2B2.B3.2B2.B
3.2B2.B3.2B2.B3.2B2.B3.2B2.B3.2B2.B3.2B2.B3.2B.B4.2B.B4.2B.B4.2B.B4.
2B.B4.2B.B4.2B.B4.2B.B$50.D.C.C3.D.C.C3.D.C.C3.D.C.C3.D.C.C3.D.C.C3.D
.C.C3.D.C.C3.D.C.C3.D.C.C3.D.C.C3.D.C.C3.D.C.C3.D.C.C3.D.C.C3.D.C.C$
51.C2.C4.C2.C4.C2.C4.C2.C4.C2.C4.C2.C4.C2.C4.C2.C4.C2.C4.C2.C4.C2.C4.
C2.C4.C2.C4.C2.C4.C2.C4.C2.C$53.D7.D7.D7.D7.D7.D7.D7.D7.D7.D7.D7.D7.D
7.D7.D7.D$52.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B$53.2C6.2C
6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C$50.BDC2.D2.B
DC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.A2.BDC2.A
2.BDC2.A2.BDC2.A2.BDC2.A2.BDC2.A2.BDC2.A2.BDC2.A$49.C5.B.C5.B.C5.B.C
5.B.C4.2B.C4.2B.C4.2B.C4.2B.C4.2B.C4.2B.C4.2B.C4.2B.C5.B.C5.B.C5.B.C
5.B$50.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C
2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C$53.
2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C$50.BDC
2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.A2.BDC2.A2.BDC2.A2.BDC2.A2.BDC2.D2.
BDC2.D2.BDC2.D2.BDC2.D2.BDC2.A2.BDC2.A2.BDC2.A2.BDC2.A$49.C5.B.C5.B.C
4.2B.C4.2B.C4.2B.C4.2B.C5.B.C5.B.C5.B.C5.B.C4.2B.C4.2B.C4.2B.C4.2B.C
5.B.C5.B$50.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.C
DB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C
$53.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C$
50.BDC2.D2.BDC2.D2.BDC2.A2.BDC2.A2.BDC2.D2.BDC2.D2.BDC2.A2.BDC2.A2.BD
C2.D2.BDC2.D2.BDC2.A2.BDC2.A2.BDC2.D2.BDC2.D2.BDC2.A2.BDC2.A$49.C5.B.
C4.2B.C4.2B.C5.B.C5.B.C4.2B.C4.2B.C5.B.C5.B.C4.2B.C4.2B.C5.B.C5.B.C4.
2B.C4.2B.C5.B$50.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB
2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.
CDB2.C$53.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C
6.2C$52.C2.D4.C2.A4.C2.D4.C2.A4.C2.D4.C2.A4.C2.D4.C2.A4.C2.D4.C2.A4.C
2.D4.C2.A4.C2.D4.C2.A4.C2.D4.C2.A$51.2A.2B3.2A2.B3.2A.2B3.2A2.B3.2A.
2B3.2A2.B3.2A.2B3.2A2.B3.2A.2B3.2A2.B3.2A.2B3.2A2.B3.2A.2B3.2A2.B3.2A
.2B3.2A2.B$52.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B
2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C$50.C2.C.C2.C2.C.C2.C2.C.C2.C
2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C
2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C$49.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C
.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.
A.C.B.C.A.C.B.C.A.C.B.C.A$49.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.
A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A
.B.A.A.A.B.A.A.A.B$49.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C
.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.
B.C.B.C.B.C$.3C45.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C
.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.
C.C.C.C$2.C46.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A
.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.
C.A$2.C40.C5.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.
A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A
2.B$2.C3.B43.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.
B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C$.3C.C.D2CBD2CB
D2CBD2CBD2CBD2CBD2CBD2CBD2CBA2CBD2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.
2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C
2.2C3.C2.C$6.C41.C.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B
2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A
2.B2.D.A$2C49.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B
3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B$C.C27.C11.C
9.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C$C.C
2.B42.C6.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C$C.C.C.D2CBD2C
BD2CBD2CBD2CBD2CBA2CBD2CBD2CBA2CBD2CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CB
A2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA
.CBA2CBA.CBA2CBA.CBA2CBA$2C3.C!
The initialisation pulse (I) and index (D) are first sent to a matrix of ANDNOT gates, with inline inverters judiciously placed along D's paths to check for different bit patterns. Where the pattern matches exactly, the surviving I pulse is then converted to the corresponding output by ORing itself with time-shifted copies.

Here is an annotated segment of the LUT:

Code: Select all

x = 8, y = 66, rule = WireworldModern
D2CBD.CB$5.C$4.D$.2CB.G$D5.C$.B2C2.C$4.D.D$.2CB2.G$D5.C$.B2C2.C$4.D.D
$.2CB2.G$D5.C$.B2C2.C$4.D.D$.2CB.G$D5.C$.B2C2.C$4.D.D$.2CB2.G$D5.C$.B
2C2.C$4.D.D$.2CB.G$D5.C$.B2C2.C$4.D.D$.2CB.G$D5.C$.B2C2.C$4.D.D$2.2B
2.G$.D.C.C$2.C2.C$4.D$3.B$4.2C$.BDC2.D$C4.GB$.CDB2.C$4.2C$.BDC2.D$C4.
GB$.CDB2.C$4.2C$.BDC2.D$C4.GB$.CDB2.C$4.2C$3.C2.D$2.2A.GB$3.B2.C$.C2.
C.C$C.B.C.A$A.A.A.B$B.C.B.C$C.C.C.C$C.B.C.A$A2.A2.B$.B3.2C$C3.C2.C$.B
2.D.A$2.A2.2B$3.3C$6.C$BA2CBA.C!
The configuration of cells marked with state 7 determines which input is checked for and which output is produced on success. For the output-producing (upper) portion, such a cell "engaged" with the winding left wire attached to the boat clock indicates a 1, such a cell "disengaged" (in line with the right wire that leads out from the input-checking output) a 0 – and MSB is first (lowest). For the input-checking (lower) portion and an input width of n bits, counting presence of an inverting nub as 1 and absence as 0, the nub pattern admitting the number k is k XOR 2k XOR 1 truncated to the lower n bits and written LSB first (lowest). Continued to infinity, this sequence is

Code: Select all

1, 2, 7, 4, 13, 14, 11, 8, 25, 26, 31, 28, 21, 22, 19, 16…
which is A065621 in the OEIS. The LUT size scales linearly in the input width, number of entries and output width each – a desirable property I was simultaneously on the lookout for.
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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Freywa
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Joined: June 23rd, 2011, 3:20 am
Location: Singapore
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Re: Wireworld Modern

Post by Freywa » February 24th, 2019, 10:27 pm

A script to automatically generate LUTs in the design above. This actually produces a slightly smaller LUT by skewing the constructor bank:

Code: Select all

import golly as g
from glife import *

g.new("LUT")
g.setrule("WireworldModern")
# Try it out on this list (8-bit LCG states with a = 5 and c = 1):
# 0 1 1 6 2 31 3 156 4 13 5 66 6 75 7 120 8 89 9 190 10 183 11 148 12 229 13 122 14 99 15 240
b = pattern("BA2CBA.C$6.C$3.3C$2.A2.2B$.B2.D.A$C3.C2.C$.B3.2C$"
"A2.A2.B$C.B.C.A$C.C.C.C$B.C.B.C$A.A.A.B$C.B.C.A$"
".C2.C.C$3.B2.C$2.2A2.B$3.C2.D$4.2C!") # base; toggle cell at 5,15
ba = pattern(".CDB2.C$C5.B$.BDC2.D$4.2C!") # base addition; toggle cell at 5,1
c = pattern(".B2.B$C.D.D$.2C3.$3.C!") # constructor; toggle 4,2 = 1 or 5,2 = 0
ca = pattern("6.C$.CDB2.B$C5.D$.BDC3.$4.C!") # constructor addition; toggle 5,3 = 1 or 6,3 = 0
top = pattern("5.B$CBD2C.DC!") # top

try:
    numbers = [int(x) for x in g.getstring("""Enter index result pairs of nonnegative integers (e.g. 0 0 1 1 2 2 3 3):""").split()]
    if len(numbers) % 2 or min(numbers) < 0: raise ValueError
except ValueError: g.exit("Incorrect input format.")
indices, results = numbers[::2], numbers[1::2]
# Maximum bit width required for indices and results
width_in = len("{:b}".format(max(indices)))
width_out = len("{:b}".format(max(results)))
cs = 14 + 4 * width_in # starting y-index of construction phase
h = cs + 4 * width_out # height of LUT, roughly
for i in range(len(indices)):
    l = i * 8 # a lateral index
    k, v = indices[i], results[i]
    # The nub pattern corresponding to a given index k is k ^ (k << 1) ^ 1, truncated to width_in bits
    nubs = (k ^ k << 1 ^ 1) % (1 << width_in)
    for ii in range(width_in):
        ba.put(l, 14 + 4 * ii) if ii else b.put(l, 0)
        if nubs & 1 << ii: g.setcell(l + 5, 15 + 4 * ii, 2)
    v = "{:0{}b}".format(results[i], width_out)
    for ii in range(width_out):
        ca.put(l - 2, cs + 4 * ii - 1) if ii else c.put(l - 1, cs)
        g.setcell(l + 4 - int(v[ii]), cs + 4 * ii + 2, 3)
    top.put(l - 2, h)
# Tidy up the LUT
pattern(".C$C.D2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2C$.B42.C$38.C$39.C$2.C"
"41.C$.C.D2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBDC$2.B!").put(-45, -1)
pattern("CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD!").put(8 * len(indices) - 2, h + 1)
g.setcell(8 * len(indices) - 1, 0, 0)
g.select([-2, h + 1, 5, 1])
g.clear(0)
g.select([])
The example input string given in the code produces the following output:

Code: Select all

x = 222, y = 65, rule = WireworldModern
.C$C.D2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBA2CBA.CBA2CBA.CBA2CB
A.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA
2CBA.CBA2CBA.CBA2CBA.CBA2CBA.CBA2CBA$.B42.C6.C7.C7.C7.C7.C7.C7.C7.C7.
C7.C7.C7.C7.C7.C7.C7.C$38.C9.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.3C5.
3C5.3C5.3C5.3C5.3C5.3C$39.C7.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B
3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.2B3.A2.
2B$2.C41.C.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B
2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A2.B2.D.A
$.C.D2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2C3.C2.2C3.C2.2C3.C2.2C
3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.2C3.C2.
2C3.C2.2C3.C2.2C3.C2.C$2.B43.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C
2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.2C2.B3.
2C$45.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B
.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B.A2.A2.B$45.C
.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.
A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A$45.C.C.C.C.
C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C
.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C.C$45.B.C.B.C.B.C.B.C
.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.
B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C.B.C$45.A.A.A.B.A.A.A.B.A.A.A.
B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A
.A.B.A.A.A.B.A.A.A.B.A.A.A.B.A.A.A.B$45.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C
.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.B.C.A.C.
B.C.A.C.B.C.A.C.B.C.A.C.B.C.A$46.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C
.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C2.C.C2.C
2.C.C2.C2.C.C2.C2.C.C$48.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B
2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C4.B2.C$47.2A.2B3.2A2.B3.
2A.2B3.2A2.B3.2A.2B3.2A2.B3.2A.2B3.2A2.B3.2A.2B3.2A2.B3.2A.2B3.2A2.B
3.2A.2B3.2A2.B3.2A.2B3.2A2.B$48.C2.D4.C2.D4.C2.D4.C2.D4.C2.D4.C2.D4.C
2.D4.C2.D4.C2.D4.C2.D4.C2.D4.C2.D4.C2.D4.C2.D4.C2.D4.C2.D$49.2C6.2C6.
2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C$46.CDB2.C2.CDB
2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.
CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C$45.C5.B.C4.2B.C4.2B.C
5.B.C5.B.C4.2B.C4.2B.C5.B.C5.B.C4.2B.C4.2B.C5.B.C5.B.C4.2B.C4.2B.C5.B
$46.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.B
DC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D$49.2C6.
2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C$46.CDB2.C
2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB
2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C$45.C5.B.C5.B.C4.
2B.C4.2B.C4.2B.C4.2B.C5.B.C5.B.C5.B.C5.B.C4.2B.C4.2B.C4.2B.C4.2B.C5.B
.C5.B$46.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC
2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D$
49.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C$46.
CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.
C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C2.CDB2.C$45.C5.B.C5.
B.C5.B.C5.B.C4.2B.C4.2B.C4.2B.C4.2B.C4.2B.C4.2B.C4.2B.C4.2B.C5.B.C5.B
.C5.B.C5.B$46.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D
2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC2.D2.BDC
2.D$49.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C6.2C
$45.B2.B4.B2.B4.B2.B4.B2.B4.B2.B4.B2.B4.B2.B4.B2.B4.B2.B4.B2.B4.B2.B
4.B2.B4.B2.B4.B2.B4.B2.B4.B2.B$44.C.D.D3.C.D.D3.C.D.D3.C.D.D3.C.D.D3.
C.D.D3.C.D.D3.C.D.D3.C.D.D3.C.D.D3.C.D.D3.C.D.D3.C.D.D3.C.D.D3.C.D.D
3.C.D.D$45.2C2.C3.2C2.C3.2C2.C3.2C.C4.2C2.C3.2C2.C3.2C2.C3.2C2.C3.2C
2.C3.2C.C4.2C.C4.2C.C4.2C.C4.2C2.C3.2C2.C3.2C.C$47.C.C5.C.C5.C.C5.C.C
5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C$44.CDB2.
B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CD
B2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B$43.C5.D.C5.D.C5.
D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D$
44.BDC2.C2.BDC2.C2.BDC2.C2.BDC2.C2.BDC2.C2.BDC.C3.BDC.C3.BDC.C3.BDC.C
3.BDC2.C2.BDC2.C2.BDC2.C2.BDC.C3.BDC.C3.BDC.C3.BDC.C$47.C.C5.C.C5.C.C
5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C$44.
CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.
B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B$43.C5.D.C5.
D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C
5.D$44.BDC2.C2.BDC2.C2.BDC2.C2.BDC2.C2.BDC2.C2.BDC2.C2.BDC2.C2.BDC.C
3.BDC2.C2.BDC.C3.BDC.C3.BDC2.C2.BDC.C3.BDC.C3.BDC.C3.BDC.C$47.C.C5.C.
C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C
.C$44.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B
2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B$43.C
5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.
C5.D.C5.D$44.BDC2.C2.BDC2.C2.BDC.C3.BDC.C3.BDC2.C2.BDC2.C2.BDC2.C2.BD
C.C3.BDC.C3.BDC.C3.BDC.C3.BDC.C3.BDC2.C2.BDC.C3.BDC2.C2.BDC.C$47.C.C
5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.
C5.C.C$44.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB
2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B$
43.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C
5.D.C5.D.C5.D$44.BDC2.C2.BDC2.C2.BDC.C3.BDC.C3.BDC.C3.BDC2.C2.BDC.C3.
BDC.C3.BDC.C3.BDC.C3.BDC2.C2.BDC2.C2.BDC2.C2.BDC.C3.BDC2.C2.BDC2.C$
47.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C
.C5.C.C5.C.C$44.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.
B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CD
B2.B$43.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C
5.D.C5.D.C5.D.C5.D$44.BDC2.C2.BDC.C3.BDC.C3.BDC.C3.BDC.C3.BDC2.C2.BDC
2.C2.BDC2.C2.BDC2.C2.BDC.C3.BDC.C3.BDC.C3.BDC.C3.BDC2.C2.BDC2.C2.BDC
2.C$47.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.
C5.C.C5.C.C5.C.C$44.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.C
DB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B
2.CDB2.B$43.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C
5.D.C5.D.C5.D.C5.D.C5.D$44.BDC2.C2.BDC.C3.BDC.C3.BDC2.C2.BDC2.C2.BDC.
C3.BDC.C3.BDC2.C2.BDC2.C2.BDC.C3.BDC.C3.BDC2.C2.BDC2.C2.BDC.C3.BDC.C
3.BDC2.C$47.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.C5.C.
C5.C.C5.C.C5.C.C5.C.C$44.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB
2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.CDB2.B2.
CDB2.B2.CDB2.B$43.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C5.D.C
5.D.C5.D.C5.D.C5.D.C5.D.C5.D$44.BDC.C3.BDC2.C2.BDC.C3.BDC2.C2.BDC.C3.
BDC2.C2.BDC.C3.BDC2.C2.BDC.C3.BDC2.C2.BDC.C3.BDC2.C2.BDC.C3.BDC2.C2.B
DC.C3.BDC2.C$47.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C7.C$48.B7.
B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B7.B$49.D2CBD2C.D2CBD2C.D2CBD
2C.D2CBD2C.D2CBD2C.D2CBD2C.D2CBD2C.D2CBD2C.D2CBD2C.D2CBD2C.D2CBD2C.D
2CBD2C.D2CBD2C.D2CBD2C.D2CBD2C.D2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD
2CBD2CBD2CBD2CBD!
Princess of Science, Parcly Taxel

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x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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Freywa
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Joined: June 23rd, 2011, 3:20 am
Location: Singapore
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Re: Wireworld Modern

Post by Freywa » February 25th, 2019, 8:24 am

The optimisations never stop coming. Inspired by the selector mechanism in the LUT, here's a completely asynchronous register bank:

Code: Select all

x = 669, y = 325, rule = WireworldModern
659.D$14.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.
CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2C
DB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CD
B.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB
2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB
2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB
2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB
2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.
CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2CDB2CDB2CDB.CDB2CDB2C
DB2CDB2CDB.CDB2CDB2CDB2CDB2CDB2CDB2C.B$13.C19.C19.C19.C19.C19.C19.C
19.C19.C19.C19.C19.C19.C19.C19.C19.C19.C19.C19.C19.C19.C19.C19.C19.C
19.C19.C19.C19.C19.C19.C19.C19.C25.C$5.2CDBC.DB12.2CDBC.DB12.2CDBC.DB
12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.
2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CD
BC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.
DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB
12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.2CDBC.DB12.C2.2C$4.B5.C2.DC9.B5.C
2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.
C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B
5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.
B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC
9.B5.C2.DC9.B5.C2.DC9.B5.C2.DC9.C.C.C.C$4.D2.D2C.DC2.C8.D2.D2C.DC2.C
8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.
C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC
2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.D
C2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.
DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C
.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D2C.DC2.C8.D2.D
2C.DC2.C8.3C.2C$4.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B
3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.
C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.C
B9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B
2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B
3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.B3.B2.CB9.C.C.C.C$4.C.
C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.
B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.
D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.
C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C
5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B2.D8.C.C5.B
2.D8.C.C.C.C$4.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C
6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.
C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B
.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.
B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C8.B.C6.D.C$4.D.D2.DB
2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.D
B2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.
DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D
2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.
D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D
.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.D.D2.DB2C2.C8.
D.D2.DB2C2.C8.D.D2.DB2C2.C$4.C.B.C6.B8.C.B.C5.2B8.C.B.C6.B8.C.B.C5.2B
8.C.B.C6.B8.C.B.C5.2B8.C.B.C6.B8.C.B.C5.2B8.C.B.C6.B8.C.B.C5.2B8.C.B.
C6.B8.C.B.C5.2B8.C.B.C6.B8.C.B.C5.2B8.C.B.C6.B8.C.B.C5.2B8.C.B.C6.B8.
C.B.C5.2B8.C.B.C6.B8.C.B.C5.2B8.C.B.C6.B8.C.B.C5.2B8.C.B.C6.B8.C.B.C
5.2B8.C.B.C6.B8.C.B.C5.2B8.C.B.C6.B8.C.B.C5.2B8.C.B.C6.B8.C.B.C5.2B8.
C.B.C6.B8.C.B.C5.2B$5.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D
9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC
2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.C
BDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C
3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D
9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D9.C3.CBDC2.D$13.2C18.
2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C
18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.
2C18.2C18.2C18.2C$10.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB
2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.
CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C
14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB
2.C14.CDB2.C14.CDB2.C14.CDB2.C$9.C5.B13.C4.2B13.C4.2B13.C5.B13.C5.B
13.C4.2B13.C4.2B13.C5.B13.C5.B13.C4.2B13.C4.2B13.C5.B13.C5.B13.C4.2B
13.C4.2B13.C5.B13.C5.B13.C4.2B13.C4.2B13.C5.B13.C5.B13.C4.2B13.C4.2B
13.C5.B13.C5.B13.C4.2B13.C4.2B13.C5.B13.C5.B13.C4.2B13.C4.2B13.C5.B$
10.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC
2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.
BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D
14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC
2.D14.BDC2.D$13.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C
18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.
2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C$10.CDB2.C14.CDB2.C14.CDB2.C14.C
DB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C
14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB
2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.
CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C$9.C5.B13.C5.B13.C
4.2B13.C4.2B13.C4.2B13.C4.2B13.C5.B13.C5.B13.C5.B13.C5.B13.C4.2B13.C
4.2B13.C4.2B13.C4.2B13.C5.B13.C5.B13.C5.B13.C5.B13.C4.2B13.C4.2B13.C
4.2B13.C4.2B13.C5.B13.C5.B13.C5.B13.C5.B13.C4.2B13.C4.2B13.C4.2B13.C
4.2B13.C5.B13.C5.B$10.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BD
C2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D
14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC
2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.
BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D$13.2C18.2C18.2C18.2C18.2C18.2C18.2C
18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.
2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C$10.CDB2.C
14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB
2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.
CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C
14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB
2.C$9.C5.B13.C5.B13.C5.B13.C5.B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.
2B13.C4.2B13.C4.2B13.C4.2B13.C5.B13.C5.B13.C5.B13.C5.B13.C5.B13.C5.B
13.C5.B13.C5.B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.
2B13.C4.2B13.C5.B13.C5.B13.C5.B13.C5.B$10.BDC2.D14.BDC2.D14.BDC2.D14.
BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D
14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC
2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.
BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D14.BDC2.D$13.2C18.2C18.2C
18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.
2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C18.2C
18.2C18.2C$10.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.C
DB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C
14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB
2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.CDB2.C14.
CDB2.C14.CDB2.C14.CDB2.C$9.C5.B13.C5.B13.C5.B13.C5.B13.C5.B13.C5.B13.
C5.B13.C5.B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.2B
13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C4.2B13.C
4.2B13.C5.B13.C5.B13.C5.B13.C5.B13.C5.B13.C5.B13.C5.B13.C5.B$10.BDC2.
D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.
2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA
9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BD
C2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D
2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2C
A9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA9.BDC2.D2.2CA$
13.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC
2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C
2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B
11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC
2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C
2.BC2.B11.2C2.BC2.B11.2C2.BC2.B11.2C2.BC2.B$12.B3.A3.2C10.B3.A3.2C10.
B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.
A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.
2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C
10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.
B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C10.B3.A3.2C$13.DAB.CD2.2C10.
DAB.CD2.2C10.DAB.CD2.2C10.DAB.CD2.2C10.DAB.CD2.2C10.DAB.CD2.2C10.DAB.
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2C3.C5.B16.B$8.C.A.B.B4.CDBC2.C2.C.A.B.B4.CDBC2.C2.C.A.B.B4.CDBC2.C2.
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C$9.C4.C3.2CA.D2.D3.C4.C3.2CA.D2.D3.C4.C3.2CA.D2.D3.C4.C3.2CA.D2.D3.C
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2C3.C5.B16.B$8.C.A.B.B4.CDBC2.C2.C.A.B.B4.CDBC2.C2.C.A.B.B4.CDBC2.C2.
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2C3.C5.B16.B$8.C.A.B.B4.CDBC2.C2.C.A.B.B4.CDBC2.C2.C.A.B.B4.CDBC2.C2.
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2C3.C5.B16.B$8.C.A.B.B4.CDBC2.C2.C.A.B.B4.CDBC2.C2.C.A.B.B4.CDBC2.C2.
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As long as the input signals are properly synchronised, the desired output will come in a constant time, as compared to the older designs where (since the data was circulating in a loop) input could only come once every 128 ticks. The bulk of the register bank is D flip-flops, which can be written to and read at will.

Edit: Reduced the number of input leads from 5 to 3 by turning the initialisation lead into a 1-prefix for the address, and thus using demultiplexers/RS flip-flops to separate the prefix.

Edit 2: Reduced the register width to 20 and the read delay by two register lengths in a pretty comprehensive redesign (using negative logic for the data latches, which themselves have become plain RS flip-flops linked to each Scherer AND cross, etc.)
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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PHPBB12345
Posts: 1124
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Re: Wireworld Modern

Post by PHPBB12345 » February 28th, 2019, 3:45 am

3-state Cross over:

Code: Select all

x = 83, y = 49, rule = WireworldModern
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ishanpm
Posts: 27
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Re: Wireworld Modern

Post by ishanpm » March 2nd, 2019, 1:40 am

Here is a version of the rule that is functionally identical, but uses extra states 9 - 28 to show what kind of logic gate each cell represents. Simply let a circuit run, and the cells where electrons interact will update their icons accordingly.

Code: Select all

@RULE WireworldModernTrace
********************************
**** COMPILED FROM NUTSHELL ****
****         v0.5.6         ****
********************************
Wireworld Modern: with separate 1 and 0 signals, and other goodies.
Includes extra states to trace electron interactions.
1: 1 head
2: tail
3: wire
4: 0 head
5: converter
6: converter with 0 head
7: converter with 1 head
8: converter with tail
9: 1 head with NAND
10: 1 head with AND
11: 1 head with OR
12: 1 head with AND NOT
13: 1 head with XOR
14: 0 head with NAND
15: 0 head with AND
16: 0 head with OR
17: 0 head with AND NOT
18: 0 head with XOR
19: tail with NAND
20: tail with AND
21: tail with OR
22: tail with AND NOT
23: tail with XOR
24: wire with NAND
25: wire with AND
26: wire with OR
27: wire with AND NOT
28: wire with XOR

@TABLE
neighborhood: Moore
symmetries: rotate4reflect
n_states: 29

var any.0 = {0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28}
var any.1 = any.0
var any.2 = any.0
var any.3 = any.0
var any.4 = any.0
var any.5 = any.0
var any.6 = any.0
var any.7 = any.0
var d.0 = {1,4,9,10,11,12,13,14,15,16,17,18}
var d.1 = d.0
var b.0 = {0,2,3,5,6,7,8,19,20,21,22,23,24,25,26,27,28}
var b.1 = b.0
var b.2 = b.0
var b.3 = b.0
var b.4 = b.0
var b.5 = b.0
var b.6 = b.0
var e.0 = {2,3,19,20,21,22,23,24,25,26,27,28}
var c.0 = {0,1,2,3,4,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28}
var c.1 = c.0
var c.2 = c.0
var c.3 = c.0
var c.4 = c.0
var c.5 = c.0
var c.6 = c.0
var i.0 = {1,9,10,11,12,13}
var i.1 = i.0
var o.0 = {4,14,15,16,17,18}
var o.1 = o.0
var t.0 = {2,19,20,21,22,23}
var t.1 = t.0
var w.0 = {3,24,25,26,27,28}
var _a0.0 = {6,7}

1, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 2
9, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 19
10, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 20
11, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 21
12, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 22
13, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 23
4, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 2
14, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 19
15, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 20
16, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 21
17, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 22
18, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 23
2, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 3
19, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 24
20, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 25
21, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 26
22, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 27
23, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 28
_a0.0, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 8
8, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 5
w.0, b.0, b.1, b.2, b.3, b.4, b.5, b.6, i.0, 1
w.0, b.0, b.1, b.2, b.3, b.4, b.5, i.0, b.6, 1
w.0, b.0, b.1, b.2, b.3, b.4, b.5, b.6, o.0, 4
w.0, b.0, b.1, b.2, b.3, b.4, b.5, o.0, b.6, 4
w.0, b.0, b.1, b.2, b.3, b.4, b.5, i.0, i.1, 14
w.0, b.0, b.1, b.2, b.3, b.4, b.5, d.0, d.1, 9
w.0, b.0, b.1, b.2, b.3, i.0, b.4, i.1, b.5, 10
w.0, b.0, b.1, b.2, b.3, d.0, b.4, d.1, b.5, 15
w.0, b.0, b.1, b.2, b.3, b.4, o.0, b.5, o.1, 16
w.0, b.0, b.1, b.2, b.3, b.4, d.0, b.5, d.1, 11
w.0, b.0, b.1, b.2, b.3, o.0, b.4, b.5, i.0, 12
w.0, b.0, b.1, b.2, b.3, d.0, b.4, b.5, d.1, 17
w.0, b.0, b.1, i.0, b.2, b.3, b.4, o.0, b.5, 13
w.0, b.0, b.1, d.0, b.2, b.3, b.4, d.1, b.5, 18
w.0, b.0, b.1, b.2, i.0, b.3, b.4, b.5, o.0, 13
w.0, b.0, b.1, b.2, d.0, b.3, b.4, b.5, d.1, 18
3, 7, c.0, c.1, c.2, c.3, c.4, c.5, c.6, 1
3, 6, c.0, c.1, c.2, c.3, c.4, c.5, c.6, 4
5, 0, 0, e.0, 0, 0, 0, i.0, 0, 7
5, 0, 0, e.0, 0, 0, d.0, 0, w.0, 6
5, 0, 0, e.0, 0, 0, d.0, 0, d.1, 7
5, 0, 0, e.0, 0, 0, t.0, i.0, t.1, 7
5, 0, 0, e.0, 0, 0, t.0, o.0, t.1, 6

@COLORS
0 48 48 48
1 255 255 255
2 150 150 150
3 80 80 80
4 56 68 209
5 120 129 33
6 125 141 131
7 246 255 159
8 182 191 95
9 255 255 255
10 255 255 255
11 255 255 255
12 255 255 255
13 255 255 255
14 56 68 209
15 56 68 209
16 56 68 209
17 56 68 209
18 56 68 209
19 150 150 150
20 150 150 150
21 150 150 150
22 150 150 150
23 150 150 150
24 80 80 80
25 80 80 80
26 80 80 80
27 80 80 80
28 80 80 80

@ICONS

XPM
/* width height num_colors chars_per_pixel */
"31 868 2 1"
/* colors */
"A c #FFFFFF"
". c #000000"
/* icon for state 1 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 2 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 3 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 4 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 5 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 6 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 7 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 8 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 9 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA....................AAAAA"
"AAAAAA....................AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 10 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 11 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 12 */
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
".AAAAAAAAAAAA......AAAAAAAAAAA."
"..AAAAAAAAAA...AA...AAAAAAAAA.."
"...AAAAAAAA...AAAA...AAAAAAA..."
"...AAAAAAA...AAAAAA...AAAAAA..."
"..AAAAAAA...AAAAAAAA...AAAAAA.."
".AAAAAAA...AAAAAAAAAA...AAAAAA."
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
/* icon for state 13 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA....................AAAAA"
"AAAAAA....................AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 14 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA....................AAAAA"
"AAAAAA....................AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 15 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 16 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 17 */
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
".AAAAAAAAAAAA......AAAAAAAAAAA."
"..AAAAAAAAAA...AA...AAAAAAAAA.."
"...AAAAAAAA...AAAA...AAAAAAA..."
"...AAAAAAA...AAAAAA...AAAAAA..."
"..AAAAAAA...AAAAAAAA...AAAAAA.."
".AAAAAAA...AAAAAAAAAA...AAAAAA."
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
/* icon for state 18 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA....................AAAAA"
"AAAAAA....................AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 19 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA....................AAAAA"
"AAAAAA....................AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 20 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 21 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 22 */
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
".AAAAAAAAAAAA......AAAAAAAAAAA."
"..AAAAAAAAAA...AA...AAAAAAAAA.."
"...AAAAAAAA...AAAA...AAAAAAA..."
"...AAAAAAA...AAAAAA...AAAAAA..."
"..AAAAAAA...AAAAAAAA...AAAAAA.."
".AAAAAAA...AAAAAAAAAA...AAAAAA."
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
/* icon for state 23 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA....................AAAAA"
"AAAAAA....................AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 24 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA....................AAAAA"
"AAAAAA....................AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 25 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 26 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
/* icon for state 27 */
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
".AAAAAAAAAAAA......AAAAAAAAAAA."
"..AAAAAAAAAA...AA...AAAAAAAAA.."
"...AAAAAAAA...AAAA...AAAAAAA..."
"...AAAAAAA...AAAAAA...AAAAAA..."
"..AAAAAAA...AAAAAAAA...AAAAAA.."
".AAAAAAA...AAAAAAAAAA...AAAAAA."
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
/* icon for state 28 */
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA..AAAAAAAAAAAAAAAA..AAAAA"
"AAAAAA...AAAAAAAAAAAAAA...AAAAA"
"AAAAAAA...AAAAAAAAAAAA...AAAAAA"
"AAAAAAAA...AAAAAAAAAA...AAAAAAA"
"AAAAAAAAA...AAAAAAAA...AAAAAAAA"
"AAAAAAAAAA...AAAAAA...AAAAAAAAA"
"AAAAAAAAAAA...AAAA...AAAAAAAAAA"
"AAAAAAAAAAAA...AA...AAAAAAAAAAA"
"AAAAAAAAAAAAA......AAAAAAAAAAAA"
"AAAAAAAAAAAAAA....AAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA..AAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAA....................AAAAA"
"AAAAAA....................AAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA"

XPM
/* width height num_colors chars_per_pixel */
"15 420 2 1"
/* colors */
"A c #FFFFFF"
". c #000000"
/* icon for state 1 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 2 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 3 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 4 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 5 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 6 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 7 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 8 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 9 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA...........AA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"AAAAA..A..AAAAA"
"AAAA..AAA..AAAA"
"AAA..AAAAA..AAA"
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 10 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"AAAAA..A..AAAAA"
"AAAA..AAA..AAAA"
"AAA..AAAAA..AAA"
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 11 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA..AAAAAAA..AA"
"AAA..AAAAA..AAA"
"AAAA..AAA..AAAA"
"AAAAA..A..AAAAA"
"AAAAAA...AAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 12 */
"AAAAAA...AAAAAA"
"AAAAAA...AAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"..AAA..A..AAA.."
"..AA..AAA..AA.."
"..A..AAAAA..A.."
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAA...AAAAAA"
"AAAAAA...AAAAAA"
/* icon for state 13 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA..AAAAAAA..AA"
"AAA..AAAAA..AAA"
"AAAA..AAA..AAAA"
"AAAAA..A..AAAAA"
"AAAAAA...AAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAAAAAAAAAAA"
"AA...........AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 14 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA...........AA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"AAAAA..A..AAAAA"
"AAAA..AAA..AAAA"
"AAA..AAAAA..AAA"
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 15 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"AAAAA..A..AAAAA"
"AAAA..AAA..AAAA"
"AAA..AAAAA..AAA"
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 16 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA..AAAAAAA..AA"
"AAA..AAAAA..AAA"
"AAAA..AAA..AAAA"
"AAAAA..A..AAAAA"
"AAAAAA...AAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 17 */
"AAAAAA...AAAAAA"
"AAAAAA...AAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"..AAA..A..AAA.."
"..AA..AAA..AA.."
"..A..AAAAA..A.."
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAA...AAAAAA"
"AAAAAA...AAAAAA"
/* icon for state 18 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA..AAAAAAA..AA"
"AAA..AAAAA..AAA"
"AAAA..AAA..AAAA"
"AAAAA..A..AAAAA"
"AAAAAA...AAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAAAAAAAAAAA"
"AA...........AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 19 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA...........AA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"AAAAA..A..AAAAA"
"AAAA..AAA..AAAA"
"AAA..AAAAA..AAA"
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 20 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"AAAAA..A..AAAAA"
"AAAA..AAA..AAAA"
"AAA..AAAAA..AAA"
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 21 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA..AAAAAAA..AA"
"AAA..AAAAA..AAA"
"AAAA..AAA..AAAA"
"AAAAA..A..AAAAA"
"AAAAAA...AAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 22 */
"AAAAAA...AAAAAA"
"AAAAAA...AAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"..AAA..A..AAA.."
"..AA..AAA..AA.."
"..A..AAAAA..A.."
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAA...AAAAAA"
"AAAAAA...AAAAAA"
/* icon for state 23 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA..AAAAAAA..AA"
"AAA..AAAAA..AAA"
"AAAA..AAA..AAAA"
"AAAAA..A..AAAAA"
"AAAAAA...AAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAAAAAAAAAAA"
"AA...........AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 24 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA...........AA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"AAAAA..A..AAAAA"
"AAAA..AAA..AAAA"
"AAA..AAAAA..AAA"
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 25 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"AAAAA..A..AAAAA"
"AAAA..AAA..AAAA"
"AAA..AAAAA..AAA"
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 26 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA..AAAAAAA..AA"
"AAA..AAAAA..AAA"
"AAAA..AAA..AAAA"
"AAAAA..A..AAAAA"
"AAAAAA...AAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
/* icon for state 27 */
"AAAAAA...AAAAAA"
"AAAAAA...AAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAA...AAAAAA"
"..AAA..A..AAA.."
"..AA..AAA..AA.."
"..A..AAAAA..A.."
"AA..AAAAAAA..AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAA...AAAAAA"
"AAAAAA...AAAAAA"
/* icon for state 28 */
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"
"AA..AAAAAAA..AA"
"AAA..AAAAA..AAA"
"AAAA..AAA..AAAA"
"AAAAA..A..AAAAA"
"AAAAAA...AAAAAA"
"AAAAAAA.AAAAAAA"
"AAAAAAAAAAAAAAA"
"AA...........AA"
"AAAAAAAAAAAAAAA"
"AAAAAAAAAAAAAAA"

XPM
/* width height num_colors chars_per_pixel */
"7 196 2 1"
/* colors */
"A c #FFFFFF"
". c #000000"
/* icon for state 1 */
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 2 */
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 3 */
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 4 */
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 5 */
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 6 */
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 7 */
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 8 */
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 9 */
"AAAAAAA"
"A.....A"
"AAA.AAA"
"AA.A.AA"
"A.AAA.A"
"AAAAAAA"
"AAAAAAA"
/* icon for state 10 */
"AAAAAAA"
"AAAAAAA"
"AAA.AAA"
"AA.A.AA"
"A.AAA.A"
"AAAAAAA"
"AAAAAAA"
/* icon for state 11 */
"AAAAAAA"
"AAAAAAA"
"A.AAA.A"
"AA.A.AA"
"AAA.AAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 12 */
"AAA.AAA"
"AAAAAAA"
"AAA.AAA"
".A.A.A."
"A.AAA.A"
"AAAAAAA"
"AAA.AAA"
/* icon for state 13 */
"AAAAAAA"
"AAAAAAA"
"A.AAA.A"
"AA.A.AA"
"AAA.AAA"
"A.....A"
"AAAAAAA"
/* icon for state 14 */
"AAAAAAA"
"A.....A"
"AAA.AAA"
"AA.A.AA"
"A.AAA.A"
"AAAAAAA"
"AAAAAAA"
/* icon for state 15 */
"AAAAAAA"
"AAAAAAA"
"AAA.AAA"
"AA.A.AA"
"A.AAA.A"
"AAAAAAA"
"AAAAAAA"
/* icon for state 16 */
"AAAAAAA"
"AAAAAAA"
"A.AAA.A"
"AA.A.AA"
"AAA.AAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 17 */
"AAA.AAA"
"AAAAAAA"
"AAA.AAA"
".A.A.A."
"A.AAA.A"
"AAAAAAA"
"AAA.AAA"
/* icon for state 18 */
"AAAAAAA"
"AAAAAAA"
"A.AAA.A"
"AA.A.AA"
"AAA.AAA"
"A.....A"
"AAAAAAA"
/* icon for state 19 */
"AAAAAAA"
"A.....A"
"AAA.AAA"
"AA.A.AA"
"A.AAA.A"
"AAAAAAA"
"AAAAAAA"
/* icon for state 20 */
"AAAAAAA"
"AAAAAAA"
"AAA.AAA"
"AA.A.AA"
"A.AAA.A"
"AAAAAAA"
"AAAAAAA"
/* icon for state 21 */
"AAAAAAA"
"AAAAAAA"
"A.AAA.A"
"AA.A.AA"
"AAA.AAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 22 */
"AAA.AAA"
"AAAAAAA"
"AAA.AAA"
".A.A.A."
"A.AAA.A"
"AAAAAAA"
"AAA.AAA"
/* icon for state 23 */
"AAAAAAA"
"AAAAAAA"
"A.AAA.A"
"AA.A.AA"
"AAA.AAA"
"A.....A"
"AAAAAAA"
/* icon for state 24 */
"AAAAAAA"
"A.....A"
"AAA.AAA"
"AA.A.AA"
"A.AAA.A"
"AAAAAAA"
"AAAAAAA"
/* icon for state 25 */
"AAAAAAA"
"AAAAAAA"
"AAA.AAA"
"AA.A.AA"
"A.AAA.A"
"AAAAAAA"
"AAAAAAA"
/* icon for state 26 */
"AAAAAAA"
"AAAAAAA"
"A.AAA.A"
"AA.A.AA"
"AAA.AAA"
"AAAAAAA"
"AAAAAAA"
/* icon for state 27 */
"AAA.AAA"
"AAAAAAA"
"AAA.AAA"
".A.A.A."
"A.AAA.A"
"AAAAAAA"
"AAA.AAA"
/* icon for state 28 */
"AAAAAAA"
"AAAAAAA"
"A.AAA.A"
"AA.A.AA"
"AAA.AAA"
"A.....A"
"AAAAAAA"
Compiled from this nutshell code, heavily based off of Freywa's: (icons stripped for brevity)

Code: Select all

@NUTSHELL WireworldModernTrace
Wireworld Modern: with separate 1 and 0 signals, and other goodies.
Includes extra states to trace electron interactions.
1: {I} 1 head
2: tail
3: wire
4: {O} 0 head
5: {C} converter
6: {CO} converter with 0 head
7: {CI} converter with 1 head
8: converter with tail
9: {I_NAND} 1 head with NAND
10: {I_AND} 1 head with AND
11: {I_OR} 1 head with OR
12: {I_ANT} 1 head with AND NOT
13: {I_XOR} 1 head with XOR
14: {O_NAND} 0 head with NAND
15: {O_AND} 0 head with AND
16: {O_OR} 0 head with OR
17: {O_ANT} 0 head with AND NOT
18: {O_XOR} 0 head with XOR
19: tail with NAND
20: tail with AND
21: tail with OR
22: tail with AND NOT
23: tail with XOR
24: wire with NAND
25: wire with AND
26: wire with OR
27: wire with AND NOT
28: wire with XOR
@TABLE
symmetries:permute
d=(1,4,9..18) # bithead
b=--d # anti-bithead
e=(2,3,19..28) # wire but not bithead
c=--(5..8) # anti-converter
i=(I, 9..13) # 1 head
o=(O, 14..18) # 0 head
t=(2, 19..23) # tail
w=(3, 24..28) # empty wire

# Decay transitions
i, any; [0: t]
o, any; [0: t]
t, any; [0: w]
(CO, CI), any; 8
8, any; C
# 1-bit propagation
w, i ~ 1, b; I
w, o ~ 1, b; O

symmetries:rotate4reflect
# 45-degree: NAND
w, N..SW b, W..NW i; O_NAND
w, N..SW b, W..NW d; I_NAND
# 90-degree orth: AND
w, NE..SW b, W i, b, N i; I_AND
w, NE..SW b, W d, b, N d; O_AND
# 90-degree diag: OR
w, N..S b, SW o, b, NW o; O_OR
w, N..S b, SW d, b, NW d; I_OR
# 135-degree: diag input AND NOT orth input
w, N..SE b, S o, SW..W b, NW i; I_ANT
w, N..SE b, S d, SW..W b, NW d; O_ANT
# 180-degree: XOR
w, N i, NE..SE b, S o, SW..NW b; I_XOR
w, N d, NE..SE b, S d, SW..NW b; O_XOR
w, NW i, N..E b, SE o, S..W b; I_XOR
w, NW d, N..E b, SE d, S..W b; O_XOR
# Wire receiving orth-adjacent converter state
3, N CI, NE..NW c; I
3, N CO, NE..NW c; O
# Converter with opposite orth leads only allowing 1 heads to pass
C, i, NE..SE 0, e, SW..NW 0; CI
# Converter with three leads in Y shape turning one bit into 0 head, two into 1 head
C, 0, d, 0, w, 0, 0, e, 0; CO
C, 0, d, 0, d, 0, 0, e, 0; CI
# Converter with four leads in thunderbird shape extracts the output of an orth XOR gate
C, i, t, 0, 0, e, 0, 0, t, CI
C, o, t, 0, 0, e, 0, 0, t, CO
@COLORS
48 48 48: 0
255 255 255: 1
150 150 150: 2
80 80 80: 3
56 68 209: 4
120 129 33: 5
125 141 131: 6
246 255 159: 7
182 191 95: 8
255 255 255: 9
255 255 255: 10
255 255 255: 11
255 255 255: 12
255 255 255: 13
56 68 209: 14
56 68 209: 15
56 68 209: 16
56 68 209: 17
56 68 209: 18
150 150 150: 19
150 150 150: 20
150 150 150: 21
150 150 150: 22
150 150 150: 23
80 80 80: 24
80 80 80: 25
80 80 80: 26
80 80 80: 27
80 80 80: 28
Edit: Fixed a problem with XORs
Edit2: Added missing transitions for converters
Last edited by ishanpm on March 3rd, 2019, 7:30 pm, edited 1 time in total.
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User avatar
simsim314
Posts: 1824
Joined: February 10th, 2014, 1:27 pm

Re: Wireworld Modern

Post by simsim314 » March 2nd, 2019, 7:26 am

I really like this rule. In the future I might compile it to CA Studio, or some extension of it with arm commands.

Anyway I'm looking to make bit-less logic. i.e. no 32 bits no 8 bits, everything is arbitrary long number of bits as much as they come. Now I'm looking to make usual operations - add, mult, div etc. Obviously div will need to come with input of number of digits after the point, but it could be million.

This rule looks like interesting place to start playing with this. I'm also willing to design a chip, which is a tree where in the bottom you will have some logic and the first bits of the signal are address switches, moving you left and right on the tree address.
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Freywa
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Re: Wireworld Modern

Post by Freywa » March 3rd, 2019, 4:09 am

I've added a sign to the decimal display:

Code: Select all

x = 1077, y = 221, rule = WireworldModern
70.54C34.54C34.54C34.54C34.54C34.54C34.54C34.54C34.54C34.54C$69.C54.C
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C.D.C.D.D.C3.C2.C2.D16.C$925.C.B13.B.C.C.B4.C.D2CBD2CBD2CBD2CBD2CBD2.
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.C2.C5.D19.D$924.C.B2.CDB2CD6.C.B.B.C.BDC2.C4.BD2CBD2CBD2CBD2CB.2C3.C
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2CBD2CB$795.D127.D.C9.B5.D.D.C2.C2.2CB.C2.C20.B.C$794.C.B126.B2.C.BD
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DB2C2.B$796.BA2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CB
D2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBA
C.B3.C2.CBA2.B2.BD2C.D2CBD2.B2.2C2.B15.C7.C$925.CBD3.C.A2C2.C4.B5.2C.
DC2.D.C16.BD2CB.C$798.BA2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD
2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD
2CBD2CBD2CBDC4.DC7.C2.2C.DC.B6.CB2.C21.D.D$797.C127.C2.BD2CBD2CBD2.D
2.C2.C.D2.C6.D16.CDB2C2.B$796.C.B125.B2.C10.C.B4.B.C2.C.B2.2CB16.C7.C
$797.D127.DC3.C3.D2.C2.C4.D.C2.D.D.D20.BD2CB.C$929.B.C.C.B.B.C2.B.C.B
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4.B2.B.C2.C23.C7.C$929.C.C.D.D.C5.C.D.C2.D24.BD2CB.C$929.B2.C3.B7.C.B
2.B30.D.D$930.D17.C26.CDB2C2.B$931.2CBD2CBD2CBD2CBDC26.C7.C$975.BD2CB
.C$980.D.D$975.CDB2C2.B$974.C7.C$975.BD2CBDC!
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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simsim314
Posts: 1824
Joined: February 10th, 2014, 1:27 pm

Re: Wireworld Modern

Post by simsim314 » March 3rd, 2019, 8:18 am

How do you get crossover without generating a backward signal like in this case? (I remember someone posted it here):

Code: Select all

x = 36, y = 14, rule = WireworldModern
2$23.C$18.10C$3.A14C6.C.C.3C$17.5C.5C$18.C.C.2C$17.5C.5C$3.15C6.C.C.
3C$18.10C$23.C!
EDIT I would also like all gates to be "singular" i.e. A + No signal = A or not A, but without sending signal back in the opposite wire.

Here is my starting work for infinite adder:

Code: Select all

x = 143, y = 56, rule = WireworldModern
6$87.C$29.63C30.C$28.C59.C.C.3CBA30C$27.C54.10C16.C14.C.C.16C$27C54.C
5.C20.C10.8C$27.C52.C27.C8.2C3.C$28.C50.C28.C8.C$29.C48.C29.C8.C$30.C
46.C30.C8.23C$31.C44.C31.C30.C$32.C28.C13.C32.C30.C$33.C22.10C8.C33.C
30.C$34.22C6.C.C.8C34.C30.C$55.5C.5C42.C23.C6.C$56.C.C.2C46.C18.10C2.
C$55.5C.5C42.19C6.C.C.3C$34.22C6.C.C.3C57.5C.5C$33.C22.10C3.C57.C.C.
2C$32.C28.C8.C55.5C.5C$31.C39.C47.8C6.C.C.4C$30.C41.C45.C8.10C$29.C
43.C44.C13.C$28.C45.C43.C$27.C47.C42.C$27C49.11C20.C9.C$27.C59.2C13.
10C4.C$28.C58.8CBD5C6.C.C.4C$29.58C14.5C.5C4.C$102.C.C.2C$101.5C.5C$
97.5C6.C.C.18C$96.C5.10C$96.C10.C$96.C$96.C$96.C$96.C$96.C$96.C$97.
33C!
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Freywa
Posts: 877
Joined: June 23rd, 2011, 3:20 am
Location: Singapore
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Re: Wireworld Modern

Post by Freywa » March 3rd, 2019, 10:55 am

simsim314 wrote:How do you get crossover without generating a backward signal like in this case? (I remember someone posted it here):

Code: Select all

x = 36, y = 14, rule = WireworldModern
2$23.C$18.10C$3.A14C6.C.C.3C$17.5C.5C$18.C.C.2C$17.5C.5C$3.15C6.C.C.
3C$18.10C$23.C!
EDIT I would also like all gates to be "singular" i.e. A + No signal = A or not A, but without sending signal back in the opposite wire.

Here is my starting work for infinite adder:

Code: Select all

x = 143, y = 56, rule = WireworldModern
6$87.C$29.63C30.C$28.C59.C.C.3CBA30C$27.C54.10C16.C14.C.C.16C$27C54.C
5.C20.C10.8C$27.C52.C27.C8.2C3.C$28.C50.C28.C8.C$29.C48.C29.C8.C$30.C
46.C30.C8.23C$31.C44.C31.C30.C$32.C28.C13.C32.C30.C$33.C22.10C8.C33.C
30.C$34.22C6.C.C.8C34.C30.C$55.5C.5C42.C23.C6.C$56.C.C.2C46.C18.10C2.
C$55.5C.5C42.19C6.C.C.3C$34.22C6.C.C.3C57.5C.5C$33.C22.10C3.C57.C.C.
2C$32.C28.C8.C55.5C.5C$31.C39.C47.8C6.C.C.4C$30.C41.C45.C8.10C$29.C
43.C44.C13.C$28.C45.C43.C$27.C47.C42.C$27C49.11C20.C9.C$27.C59.2C13.
10C4.C$28.C58.8CBD5C6.C.C.4C$29.58C14.5C.5C4.C$102.C.C.2C$101.5C.5C$
97.5C6.C.C.18C$96.C5.10C$96.C10.C$96.C$96.C$96.C$96.C$96.C$96.C$97.
33C!
The one posted by PHPBB12345:

Code: Select all

x = 83, y = 49, rule = WireworldModern
8.C9.C17.C9.C17.C9.C$8.C9.C17.C9.C17.C9.C$8.C9.C17.C9.C17.C9.C$8.C9.C
17.C9.C17.C9.C$7.3C7.3C15.3C7.3C15.3C7.3C$6.C.C.C5.C.C.C13.C.C.C5.C.C
.C13.C.C.C5.C.C.C$6.E3.E5.E3.E13.E3.E5.E3.E13.E3.E5.E3.E$5.C.C.C.C3.C
.C.C.C11.C.C.C.C3.C.C.C.C11.C.C.C.C3.C.C.C.C$7.C2.C5.C2.C15.C2.C5.C2.
C15.C2.C5.C2.C$6.C2.3C3.3C2.C13.C2.3C3.3C2.C13.C2.3C3.3C2.C$6.C2.C.C
3.C.C2.C13.C2.C.C3.C.C2.C13.C2.C.C3.C.C2.C$5.C2.2C.2C.2C.2C2.C11.C2.
2C.2C.2C.2C2.C11.C2.2C.2C.2C.2C2.C$4.C2.C.3C.C.3C.C2.C9.C2.C.3C.C.3C.
C2.C9.C2.C.3C.C.3C.C2.C$3.C3.C5.C5.C3.C7.C3.C5.C5.C3.C7.C3.C5.C5.C3.C
$3.C4.C4.C4.C4.C7.C4.C4.C4.C4.C7.C4.C4.C4.C4.C$3.C5.C2.3C2.C5.C7.C5.C
2.3C2.C5.C7.C5.C2.3C2.C5.C$3.C6.C.C.C.C6.C7.C6.C.C.C.C6.C7.C6.C.C.C.C
6.C$3.C7.2C.2C7.C7.C7.2C.2C7.C7.C7.2C.2C7.C$3.C6.C.3C.C6.C7.C6.C.3C.C
6.C7.C6.C.3C.C6.C$3.C5.C7.C5.C7.C5.C7.C5.C7.C5.C7.C5.C$2.3C3.3C5.3C3.
3C5.3C3.3C5.3C3.3C5.3C3.3C5.3C3.3C$2.C.C3.C.C5.C.C3.C.C5.C.C3.C.C5.C.
C3.C.C5.C.C3.C.C5.C.C3.C.C$.2C.2C.2C.2C3.2C.2C.2C.2C3.2C.2C.2C.2C3.2C
.2C.2C.2C3.2C.2C.2C.2C3.2C.2C.2C.2C$C.3C.C.3C.C.C.3C.C.3C.C.C.3C.C.3C
.C.C.3C.C.3C.C.C.3C.C.3C.C.C.3C.C.3C.C$C5.C5.C.C5.C5.C.C5.C5.C.C5.C5.
C.C5.C5.C.C5.C5.C$.C4.C4.C3.C4.C4.C3.C4.C4.C3.C4.C4.C3.C4.C4.C3.C4.C
4.C$2.C2.3C2.C5.C2.3C2.C5.C2.3C2.C5.C2.3C2.C5.C2.3C2.C5.C2.3C2.C$3.C.
C.C.C7.C.C.C.C7.C.C.C.C7.C.C.C.C7.C.C.C.C7.C.C.C.C$4.2C.2C9.2C.2C9.2C
.2C9.2C.2C9.2C.2C9.2C.2C$3.C.3C.C7.C.3C.C7.C.3C.C7.C.3C.C7.C.3C.C7.C.
3C.C$3.C6.C5.C6.C7.C6.C5.C6.C7.C6.C5.C6.C$3.C5.3C3.3C5.C7.C5.3C3.3C5.
C7.C5.3C3.3C5.C$3.C5.C.C3.C.C5.C7.C5.C.C3.C.C5.C7.C5.C.C3.C.C5.C$3.C
4.2C.2C.2C.2C4.C7.C4.2C.2C.2C.2C4.C7.C4.2C.2C.2C.2C4.C$3.C3.C.3C.C.3C
.C3.C7.C3.C.3C.C.3C.C3.C7.C3.C.3C.C.3C.C3.C$4.C2.C5.C5.C2.C9.C2.C5.C
5.C2.C9.C2.C5.C5.C2.C$5.C2.C4.C4.C2.C11.C2.C4.C4.C2.C11.C2.C4.C4.C2.C
$6.C2.C2.3C2.C2.C13.C2.C2.3C2.C2.C13.C2.C2.3C2.C2.C$7.C2.C.C.C.C2.C
15.C2.C.C.C.C2.C15.C2.C.C.C.C2.C$8.C2.2C.2C2.C17.C2.2C.2C2.C17.C2.2C.
2C2.C$8.C.C.3C.C.C17.C.C.3C.C.C17.C.C.3C.C.C$8.E.E5.E.E17.E.E5.E.E17.
E.E5.E.E$8.C.C5.C.C17.C.C5.C.C17.C.C5.C.C$9.2C5.2C19.2C5.2C19.2C5.2C$
9.C7.C19.C7.C19.C7.C$9.C7.C19.C7.C19.C7.C$9.C7.C19.C7.C19.C7.C$9.C7.C
19.C7.C19.C7.C$9.A7.D19.A7.C19.C7.D!
or else you can use a diode. The vanilla Wireworld diode inverts its input; adding a cell to the end cancels the inversion.

Code: Select all

x = 19, y = 16, rule = WireworldModern
6.2C7.3C$A6C.7C3.C$6.2C7.C2.C$14.C.C.C$14.3C.C$15.C2.C$16.2C3$6.2C7.
3C$A6C.7C3.C$6.3C6.C2.C$14.C.C.C$14.3C.C$15.C2.C$16.2C!
Fundamentally, however, you will notice that my own constructions always have electrons at a fixed separation of 4 ticks. In emulating my CA in Conway's Life, those blue electrons represent the bit 0 and can simply be rendered as the absence of glider(s).
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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Freywa
Posts: 877
Joined: June 23rd, 2011, 3:20 am
Location: Singapore
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Re: Wireworld Modern

Post by Freywa » March 3rd, 2019, 2:03 pm

Left-shift:

Code: Select all

x = 338, y = 65, rule = WireworldModern
204.C$203.C.B$203.D.D$203.B.C$203.C.C$203.C.B$203.D.D$203.B.C$203.C.C
$203.C.B$203.D.D$203.B.C$203.C.C$203.C.B$203.D.D$203.B.C$196.C6.C.C$
195.C.B5.C.B$195.D.D5.D.D$195.B.C5.B.C$195.C.C5.C.C$195.C.B5.C.B$195.
D.D5.D.D$195.B.C5.B.C$188.C6.C.C5.C.C$187.C.B5.C.B5.C.B$187.D.D5.D.D
5.D.D$187.B.C5.B.C5.B.C$180.C6.C.C5.C.C5.C.C$179.C.B5.C.B5.C.B5.C.B$
172.D6.D.D5.D.D5.D.D5.D.D$168.DC.B.C2.DC.B.C2.DC.B.C2.DC.B.C2.DC.B.C$
167.B2.C2.C.B2.C2.C.B2.C2.C.B2.C2.C.B2.C2.C$.D165.C2.C.B2.C2.C.B2.C2.
C.B2.C2.C.B2.C2.C.B$B.2CBD2CBD2CBA2CBA2CBA2CBD2CBA2CBA2CBA2CBD2CBA2CB
D2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBA2CBA
2CBA2CBA2CBD2CBA2CBA2CBD2CBD2CBD2CBD2CBD2CBD2CBDC.BD.C.DC.BD.C.DC.BD.
C.DC.BD.C.DC.BD.C.D2CB2.CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2C
BD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CB
D2CBD2CBD2CBD$.C10.2E122.2E31.B7.B7.B7.B7.B7.DC125.2E$168.C.A5.C.A5.C
.A5.C.A5.C.A4.D2.D$126.B42.C.B5.C.B5.C.B5.C.B5.C.B2.B.C.B111.3C3.3C3.
3C$125.D.CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBA2C.D.2C2.C.D.2C2.C.D.
2C2.C.D.2C2.C.D.2C.C.C.C110.C3.C.C3.C.C3.C$126.C37.2E2.B3.C.C.B3.C.C.
B3.C.C.B3.C.C.B3.C.C.B.C114.C.C3.C.C3.C$168.D.C.A.D.D.C.A.D.D.C.A.D.D
.C.A.D.D.C.A.D2.D114.C2.C.C.C.C.C.C$169.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.
B2.2CB2.B116.C3.C3.C.C3.C$126.D42.C.BD.C2.C.BD.C2.C.BD.C2.C.BD.C2.C.B
D.C115.C4.C3.C.C3.C$125.C.BD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBA2CBD
4.C2.D4.C2.D4.C2.D4.C2.D4.C115.5C2.3C3.3C$126.C36.2E4.2CB3.B.2CB3.B.
2CB3.B.2CB3.B3.BD.CB.C$172.D2C5.D2C5.D2C5.D2C3.C2.B2.D.C$201.C5.C.B$
201.D5.C.D$201.B2.C.B.C$201.C.C.A$201.C2.B.C$201.D2.A.C$201.B3.C.B.C$
201.C6.D.C$201.C5.C.B$201.D5.C.D$201.B2.C.B.C$201.C.C.A$201.C2.B.C$
201.D2.A.C$202.B2.C.B.C$203.C4.D.C$204.C2.C.B$205.D.C.D$206.B.C!
The reason the data stream needs to be delayed relative to the shift amount is the need for the RS flip-flops to stabilise in time for the data stream to be correctly routed through the demuxes.

An arithmetic/logical right shifter will take some more work.
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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simsim314
Posts: 1824
Joined: February 10th, 2014, 1:27 pm

Re: Wireworld Modern

Post by simsim314 » March 3rd, 2019, 7:04 pm

So I've designed a gate which is useful for the non-bit integer paradigm. So if two integers are of different length it will add zeros to the other one automatically.

Code: Select all

x = 130, y = 176, rule = WireworldModern
10$27.C9.C19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$
27.C9.C19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$27.
C9.C19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$27.C9.
C19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$26.C.C7.C
.C17.C.C7.C.C17.C.C7.C.C$26.C2.C5.C2.C17.C2.C5.C2.C17.C2.C5.C2.C$26.C
3.C3.C3.C17.C3.C3.C3.C17.C3.C3.C3.C$26.2C3.C.C3.2C17.2C3.C.C3.2C17.2C
3.C.C3.2C$25.C.C4.C4.C.C15.C.C4.C4.C.C15.C.C4.C4.C.C$25.3C3.C.C3.3C
15.3C3.C.C3.3C15.3C3.C.C3.3C$26.C4.C.C4.C17.C4.C.C4.C17.C4.C.C4.C$26.
C4.C.C4.C17.C4.C.C4.C17.C4.C.C4.C$26.C4.C.C4.C17.C4.C.C4.C17.C4.C.C4.
C$26.C4.C.C4.C17.C4.C.C4.C17.C4.C.C4.C$26.C4.C.C4.C17.C4.C.C4.C17.C4.
C.C4.C$26.C4.C.C4.C17.C4.C.C4.C17.C4.C.C4.C$26.C4.C.C4.C17.C4.C.C4.C
17.C4.C.C4.C$25.C5.C.C5.C15.C5.C.C5.C15.C5.C.C5.C$24.C5.C3.C5.C13.C5.
C3.C5.C13.C5.C3.C5.C$23.C5.C5.C5.C11.C5.C5.C5.C11.C5.C5.C5.C$22.C5.C
7.C5.C9.C5.C7.C5.C9.C5.C7.C5.C$23.C3.C9.C3.C11.C3.C9.C3.C11.C3.C9.C3.
C$22.C4.C9.C4.C9.C4.C9.C4.C9.C4.C9.C4.C$22.C4.2C7.2C4.C9.C4.2C7.2C4.C
9.C4.2C7.2C4.C$22.C4.C9.C4.C9.C4.C9.C4.C9.C4.C9.C4.C$22.C3.C.C7.C.C3.
C9.C3.C.C7.C.C3.C9.C3.C.C7.C.C3.C$22.C2.C3.C5.C3.C2.C9.C2.C3.C5.C3.C
2.C9.C2.C3.C5.C3.C2.C$21.C3.C3.C5.C3.C3.C7.C3.C3.C5.C3.C3.C7.C3.C3.C
5.C3.C3.C$22.C2.C3.C5.C3.C2.C9.C2.C3.C5.C3.C2.C9.C2.C3.C5.C3.C2.C$22.
C2.2C2.2C3.2C2.2C2.C9.C2.2C2.2C3.2C2.2C2.C9.C2.2C2.2C3.2C2.2C2.C$21.C
2.C.C.C.C3.C.C.C.C2.C7.C2.C.C.C.C3.C.C.C.C2.C7.C2.C.C.C.C3.C.C.C.C2.C
$22.C.3C.3C3.3C.3C.C9.C.3C.3C3.3C.3C.C9.C.3C.3C3.3C.3C.C$22.C2.C3.C5.
C3.C2.C9.C2.C3.C5.C3.C2.C9.C2.C3.C5.C3.C2.C$22.C3.C.C7.C.C3.C9.C3.C.C
7.C.C3.C9.C3.C.C7.C.C3.C$23.C2.E.E7.E.E2.C11.C2.E.E7.E.E2.C11.C2.E.E
7.E.E2.C$22.C3.C.C7.C.C3.C9.C3.C.C7.C.C3.C9.C3.C.C7.C.C3.C$22.C3.2C9.
2C3.C9.C3.2C9.2C3.C9.C3.2C9.2C3.C$22.C4.C9.C4.C9.C4.C9.C4.C9.C4.C9.C
4.C$22.C4.C9.C4.C9.C4.C9.C4.C9.C4.C9.C4.C$22.C4.C9.C4.C9.C4.C9.C4.C9.
C4.C9.C4.C$22.C4.C9.C4.C9.C4.C9.C4.C9.C4.C9.C4.C$22.C4.C9.C4.C9.C4.C
9.C4.C9.C4.C9.C4.C$22.C4.C9.C4.C9.C4.C9.C4.C9.C4.C9.C4.C$22.C4.C9.C4.
C9.C4.C9.C4.C9.C4.C9.C4.C$23.C3.C9.C3.C11.C3.C9.C3.C11.C3.C9.C3.C$22.
C4.C9.C4.C9.C4.C9.C4.C9.C4.C9.C4.C$23.C3.C9.C3.C11.C3.C9.C3.C11.C3.C
9.C3.C$24.C2.C9.C2.C13.C2.C9.C2.C13.C2.C9.C2.C$25.C.C9.C.C15.C.C9.C.C
15.C.C9.C.C$26.2C9.2C17.2C9.2C17.2C9.2C$27.C9.C19.C9.C19.C9.C$27.C9.C
19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$27.C9.C19.C9.C19.C9.C$27.C9.C19.
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User avatar
simsim314
Posts: 1824
Joined: February 10th, 2014, 1:27 pm

Re: Wireworld Modern

Post by simsim314 » March 3rd, 2019, 8:56 pm

Hooray! My first pattern in Wireworld Modern! A no-bits adder. It has added 101 and 11 and then it circulate the answer adding it to itself until breaking.

Code: Select all

x = 1562, y = 81, rule = WireworldModern
.1546C$C1546.C$.C1546.C$2.C1546.C$3.C1546.C$4.C1546.C$5.C1546.C$6.C
1546.C$7.C1546.C$8.C1546.C$9.C1546.C$10.C1546.C$11.C1307.C238.C$12.C
1049.C2.C195.63C178.3C54.C$13.C1033.C.9C.3C.2C.5C.C187.C59.C.C.11C.
167C.13C16.C26.C$14.C1031.C.C9.C12.C.C185.C54.10C11.C166.2C13.21C23.C
$15.C1029.C15.2C11.C55.129C54.C5.C16.C179.C17.C.C.23C$16.C1027.C15.2C
.4C8.C7.2C44.C129.C52.C24.C95.2C80.C12.10C23.C$17.C1025.C12.2CEC.3C3.
C8.8C.4C39.C131.C50.C26.C93.C2.C78.C12.C5.C26.C$18.C228.16CBA374CBD
374CBA40C11.4C11.3C3.39C133.C48.C28.C91.C2.4C75.C12.C32.C$19.C226.C
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21.C222.C816.3C10.C11.C43.C133.C28.C13.C34.C78.C6.4C3.C10.C3.C38.3C
10.C11.C8.C32.C$22.222C831.9C.C45.C133.C22.10C8.C36.C76.C7.C2.4C12.2C
2.EC35.2C.4C6.C13.C6.C32.C$1084.C47.C133.22C6.C.C.8C38.C74.C2.2C4.4C
3.C8.2C3.2C2.C31.CEC.2C4.C.C2.C15.C4.C32.C$1075.9C.C47.C28.C124.5C.5C
47.C69.CE2C2.C2.C4.C4.4C5.C2.C5.33C11.4C11.3C3.4C32.C$1061.3C10.C11.C
47.C22.10C121.C.C.2C52.69C5.C2.4C.C.C3.C2.2C3.C2.4C.C2.C17.C12.2CEC.
3C3.C8.8C.4C35.C$1060.2C.4C6.C13.C47.22C6.C.C.77C43.5C.5C116.2CEC.C3.
C2.2C3.C2.4C.C.C3.C2.2C.EC19.C15.2C.4C8.C7.2C38.C$1057.CEC.2C4.C.C2.C
15.C67.5C.5C77.C21.22C6.C.C.3C117.C4.4C5.C2.C4.C4.4C.C22.C15.2C11.C
47.C$205.434CBA374CBA40C11.4C11.3C3.23C45.C.C.2C82.C19.C22.10C3.C68.
2C45.4C3.C8.2C4.4C3.C16.5C6.C.C9.C12.C.C47.C$204.C838.C12.2CEC.3C3.C
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9C.3C.2C.5C.C47.C$203.C840.C15.2C.4C8.C7.2C28.C21.22C6.C.C.3C77.C15.C
39.C64.C2.4C42.4C3.C8.2C4.4C3.C14.C7.C20.C2.C53.C$202.C842.C15.2C11.C
39.C19.C22.10C3.C77.C13.C41.C55.6C.C3.C2.8C36.C4.4C5.C2.C4.C4.4C.C9.C
9.C75.C$201.C844.C.C9.C12.C.C41.C17.C28.C8.C77.C11.C43.C53.C6.C4.4C7.
C31.2CEC.C3.C2.2C3.C2.4C.C.C3.C2.2C.EC6.C11.C73.C$200.C846.C.9C.3C.2C
.5C.C43.C15.C39.C77.C9.C45.C51.C6.4C3.C10.C3.C16.11C5.C2.4C.C.C3.C2.
2C3.C2.4C.C2.C4.C13.C2.2C67.C$199.C862.C2.C51.C13.C41.C77.C7.C47.C49.
C7.C2.4C12.2C2.EC13.C11.CE2C2.C2.C4.C4.4C5.C2.C5.6C15.3C.7C59.C$198.C
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8.2C3.2C2.C21.3C6.2C56.C$197.C921.C9.C45.C83.C59.2C31.CE2C2.C2.C4.C4.
4C5.C2.C5.13C18.C7.C2.4C12.2C2.EC31.5C52.C$196.C923.C7.C47.C83.C58.
33C5.C2.4C.C.C3.C2.2C3.C2.4C.C2.C11.8C11.C6.4C3.C10.C3.C10.11C10.2C5.
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11.C6.C4.4C7.C14.C11.10C8.C48.C$194.C933.C49.C176.C4.4C5.C2.C4.C4.4C.
C23.C11.6C.C3.C2.8C14.C31.C46.C$38.156C935.C49.12C133.6C24.4C3.C8.2C
4.4C3.C28.C18.C2.4C20.C25.2C6.6C39.C$37.C1092.49C12.C131.C6.16C8.C2.
4C15.C2.4C16.6C8.C18.C2.C21.C16.11C.6C5.C38.C$36.C1155.C129.C6.C16.C
7.4C3.C8.2C4.4C3.C14.C6.C8.C18.2C21.C16.C10.3C10.C37.C$35.C1157.C127.
C6.C18.C7.C4.4C5.C2.C4.C4.4C.C9.C8.C8.C39.C16.C24.C36.C$34.C1159.C
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C35.C$33.C1161.C123.C6.C22.3C5.C2.4C.C.C3.C2.2C3.C2.4C.C2.C4.C12.C8.C
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8.C33.C16.C27.C33.C$31.C1165.C119.C6.C31.C2.2C4.4C3.C8.2C3.2C2.C19.C
8.33C16.C28.C32.C$30.C1167.C117.C6.C33.C7.C2.4C12.2C2.EC21.C55.C29.C
31.C$29.C1169.C115.C6.C35.C6.4C3.C10.C3.C24.C53.C30.C30.C$28.C1171.C
113.C6.C37.C6.C4.4C7.C30.C51.C31.C29.C$27.C1173.C111.C6.C39.6C.C3.C2.
8C32.51C32.C28.C$26.C1175.C109.C6.C48.C2.4C122.C27.C$25.C1177.C42.2C
63.C6.C50.C2.C124.C26.C$24.C1179.C40.2C.4C58.C6.C52.2C125.C25.C$23.C
1181.C35.2CEC.3C3.C56.C6.C11.3C166.C24.C$22.C1183.36C11.4C.51C8.12C.
78CE89C23.C$21.C1220.CEC.2C4.C.C2.C71.2C189.C$20.C1224.2C.4C267.C$19.
C1226.3C269.C$18.C1498.C$17.C1498.C$16.C1498.C$15.C1498.C$14.C1498.C$
13.C1498.C$12.C1498.C$11.C1498.C$10.C1498.C$9.C1498.C$8.C1498.C$7.C
1498.C$6.C1498.C$5.C1498.C$4.C1498.C$3.C1498.C$2.C1498.C$.C1498.C$C
1498.C$.1499C!
I've also edited draw-lines.lua script to make use of diagonal wires are at speed of light.

Code: Select all

-- Allow user to draw one or more straight lines by clicking end points.
-- Author: Andrew Trevorrow (andrew@trevorrow.com), Apr 2016.
-- Modified by Michael Simkin to be useful in WireworldModern Rule. 
-- Makes only orthogonal or diagonal lines. 
--Draws line by line. 

local g = golly()
local gp = require "gplus"

local oldline = {}
local firstcell = {}    -- pos and state of the 1st cell clicked
local drawstate = g.getoption("drawingstate")

--------------------------------------------------------------------------------
local function virtual_coordinatemanipaltion(x1, y1, x2, y2)
	local dx = x2 - x1 
	local dy = y2 - y1 
	
	local angle = math.atan2(dy, dx);
	
	angle = angle * 180 / math.pi
	angle = math.floor(0.5 + angle / 45) * 45
	angle = angle / (180 / math.pi)
	
	local r = math.sqrt(dx * dx + dy * dy)
	
	dx = r * math.cos(angle)
	dy = r * math.sin(angle)
	
	local t = {}
	t[1] = x1
	t[2] = y1 
	t[3] = math.floor(0.5 + x1 + dx)
	t[4] = math.floor(0.5 + y1 + dy)
    
	return t
	
end 
local function drawline(x1, y1, x2, y2)
	t = virtual_coordinatemanipaltion(x1, y1, x2, y2)
	x1 = t[1]
	y1 = t[2]
	x2 = t[3]
	y2 = t[4]
    -- draw a line of cells from x1,y1 to x2,y2 using Bresenham's algorithm;
    -- we also return the old cells in the line so we can erase line later
    local oldcells = {}
    -- note that x1,y1 has already been drawn
    if x1 == x2 and y1 == y2 then
        g.update()
        return oldcells
    end
    
    local dx = x2 - x1
    local ax = math.abs(dx) * 2
    local sx = 1
    if dx < 0 then sx = -1 end
    
    local dy = y2 - y1
    local ay = math.abs(dy) * 2
    local sy = 1
    if dy < 0 then sy = -1 end

    if ax > ay then
        local d = ay - (ax / 2)
        while x1 ~= x2 do
            oldcells[#oldcells+1] = {x1, y1, g.getcell(x1, y1)}
			drawstate = g.getoption("drawingstate")
            g.setcell(x1, y1, drawstate)
            if d >= 0 then
                y1 = y1 + sy
                d = d - ax
            end
            x1 = x1 + sx
            d = d + ay
        end
    else
        local d = ax - (ay / 2)
        while y1 ~= y2 do
            oldcells[#oldcells+1] = {x1, y1, g.getcell(x1, y1)}
			drawstate = g.getoption("drawingstate")
            g.setcell(x1, y1, drawstate)
            if d >= 0 then
                x1 = x1 + sx
                d = d - ay
            end
            y1 = y1 + sy
            d = d + ax
        end
    end
    
    oldcells[#oldcells+1] = {x2, y2, g.getcell(x2, y2)}
	drawstate = g.getoption("drawingstate")
    g.setcell(x2, y2, drawstate)
    g.update()
    return oldcells
end

--------------------------------------------------------------------------------

local function eraseline(oldcells)
    for _, t in ipairs(oldcells) do
        g.setcell( table.unpack(t) )
    end
end

--------------------------------------------------------------------------------

function drawlines()
    local started = false
    local oldmouse = ""
    local startx, starty, endx, endy
    while true do
        local event = g.getevent()
        if event:find("click") == 1 then
            -- event is a string like "click 10 20 left altctrlshift"
            local evt, x, y, butt, mods = gp.split(event)
            oldmouse = x .. ' ' .. y
			if butt == "left" then 
				if started then
					-- draw permanent line from start pos to end pos
					endx = tonumber(x)
					endy = tonumber(y)
					drawline(startx, starty, endx, endy)
					-- this is also the start of another line
					startx = endx
					starty = endy
					started = false 
					oldline = {}
					firstcell = {}
				else
					-- start first line
					startx = tonumber(x)
					starty = tonumber(y)
					firstcell = { startx, starty, g.getcell(startx, starty) }
					drawstate = g.getoption("drawingstate")
					g.setcell(startx, starty, drawstate)
					g.update()
					started = true
					g.show("Click where to end this line (and start another line)...")
				end
			else
				g.exit()
			end 
        else
            -- event might be "" or "key m none"
            if #event > 0 then g.doevent(event) end
            local mousepos = g.getxy()
            if started and #mousepos == 0 then
                -- erase old line if mouse is not over grid
                if #oldline > 0 then
                    eraseline(oldline)
                    oldline = {}
                    g.update()
                end
            elseif started and #mousepos > 0 and mousepos ~= oldmouse then
                -- mouse has moved, so erase old line (if any) and draw new line
                if #oldline > 0 then eraseline(oldline) end
                local x, y = gp.split(mousepos)
                oldline = drawline(startx, starty, tonumber(x), tonumber(y))
                oldmouse = mousepos
            end
        end
    end
end

--------------------------------------------------------------------------------

g.show("Click where to start line...")
local oldcursor = g.getcursor()
g.setcursor("Draw")

local status, err = xpcall(drawlines, gp.trace)
if err then g.continue(err) end
-- the following code is executed even if error occurred or user aborted script

g.setcursor(oldcursor)
if #oldline > 0 then eraseline(oldline) end
if #firstcell > 0 then
    local x, y, s = table.unpack(firstcell)
    g.setcell(x, y, s)
end
Now I wonder about multiplication... how would no-bits multiplier would look like?

EDIT Here is a twitch video of making this circuit.
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User avatar
Freywa
Posts: 877
Joined: June 23rd, 2011, 3:20 am
Location: Singapore
Contact:
Contact Freywa

Re: Wireworld Modern

Post by Freywa » March 4th, 2019, 11:36 am

I was originally going to make a right-shifter, but then decided to combine the two shifters into a universal shifter – the machinery is very similar between both directions. Once again, the shift amount is 1-prefixed, and the six bits that follow are interpreted as a 6-bit two's complement number. The upper lead decides whether right shifts are logical (0) or arithmetic (1).

Code: Select all

x = 382, y = 55, rule = WireworldModern
182.B.C$181.D.C.D$180.C2.C.B$179.C4.D.C$178.B2.C.B.C43.D2C$177.D2.A.C
45.B3.B$177.C2.B.C37.C6.C2.C2.D2.CBD2CBD2CBD2C$177.C.C.A37.C.B5.C.B.C
.C.C13.B$177.B2.C.B.C34.D.D5.D.D.D.C.D2.D3.D3.D2.D$177.D5.C.D33.B.C5.
B.C.B.B.B.C.B.C.B.C.B.C$177.C5.C.B33.C.C5.C.C.C.D.C.C.C.C.C.C.C.C10.C
3.C7.C30.C9.C5.C3.2C2.C$177.C6.D.C32.C.B5.C.B.C.C.C.B.C.B.C.B.C.B10.C
3.C38.C9.C8.C4.C$177.B3.C.B.C33.D.D5.D.D.D.C.D.D.D.D.D.D.D.D10.C3.C.C
.2C2.C.C3.C2.3C2.C.2C2.4C2.3C2.C4.4C.C.2C2.C.4C.4C2.3C2.C.2C$177.D2.A
.C36.B.C5.B.C.B.B.B.C.B.C.B.C.B.C10.C3.C.2C2.C.C.C3.C.C3.C.2C3.C5.C3.
C.C3.C5.2C2.C.C2.C4.C3.C3.C.2C$8.D7.A160.C2.B.C29.C6.C.C5.C.C.C.D.C.C
.C.C.C.C.C.C10.C3.C.C3.C.C2.C.C2.5C.C5.3C2.C3.C.C4.3C2.C3.C.C2.C4.C3.
5C.C$8.D6.A.A159.C.C.A29.C.B5.C.B5.C.B.C.C.C.B.C.B.C.B.C.B10.C3.C.C3.
C.C2.C.C2.C5.C8.C.C2.2C.C7.C.C3.C.C2.C4.C3.C5.C$8.D5.A3.A158.B2.C.B.C
26.D.D5.D.D5.D.D.D.C.D.D.D.D.D.D.D.D11.3C2.C3.C.C3.C4.3C2.C4.4C3.2C.C
.C3.4C2.C3.C.C2.C5.2C2.3C2.C$8.D5.A3.A158.D5.C.D25.B.C5.B.C5.B.C.B.B.
B.C.B.C.B.C.B.C$8.D5.5A158.C5.C.B18.C6.C.C5.C.C5.C.C.C.D.C.C.C.C.C.C.
C.C$3.C4.D5.A3.A159.C2.B2.D.C16.C.B5.C.B5.C.B5.C.B2.C2.C.B.C.B.C.B.C.
B$2.C.D3.5D.A3.A160.BD.CB.C2.D7.D6.D.D5.D.D5.D.D5.D.D5.D.D.D.D.D.D.D.
D$3.B177.C5.B.C2.DC.B.C2.DC.B.C2.DC.B.C2.DC.B.C2.DC.B.C2.DC.B.C.B.C.B
.C.B.C$4.D2CBD2CBA2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CB
D2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD
2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD.CBD2C2.C.B2.C2.C.B2.
C2.C.B2.C2.C.B2.C2.C.B2.C2.C.B2.C2.C2.C3.C3.C$.D178.B7.B2.C2.C.B2.C2.
C.B2.C2.C.B2.C2.C.B2.C2.C.B2.C2.C.B$B.2CBD2CBD2CBA2CBA2CBA2CBD2CBA2CB
A2CBA2CBD2CBA2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD
2CBD2CBD2CBA2CBA2CBA2CBA2CBD2CBA2CBA2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD
2CBD2CBD2C.D2CBD2C.DC.BD.C.DC.BD.C.DC.BD.C.DC.BD.C.DC.BD.C.DC.BD.C.D
2CBD2CBD2CBD2CB2.CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD
2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD12C$.
C191.B7.B7.B7.B7.B7.B19.DC$192.C.A5.C.A5.C.A5.C.A5.C.A5.C.A4.D3.D3.D
3.D2.D$165.D2CBD2CBD2C4.BD2CBD2CBDC2.C.B5.C.B5.C.B5.C.B5.C.B5.C.B2.B.
C.B.C.B.C.B.C.B$164.B11.B2.C11.C.D.2C2.C.D.2C2.C.D.2C2.C.D.2C2.C.D.2C
2.C.D.2C.C.C.C.C.C.C.C.C.C$164.C.DB2CDB2CD.D2.C4.CDB2CDB.B3.C.C.B3.C.
C.B3.C.C.B3.C.C.B3.C.C.B3.C.C.B.C.B.C.B.C.B.C$165.C9.B.C2.D2.C8.D.C.A
.D.D.C.A.D.D.C.A.D.D.C.A.D.D.C.A.D.D.C.A.D.D.D.D.D.D.D.D.D$174.C.C3.B
.B10.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B.C.B.C.B.C.B.C.B$
141.D32.C.B.2C2.D10.C.BD.C2.C.BD.C2.C.BD.C2.C.BD.C2.C.BD.C2.C.BD.C2.C
2.C.C.C.C.C.C$140.B.2CBD2CBA2CBA2CBA2CBA2CBA2CBA2CBA.C.D3.C2.D2CBD2CB
D4.C2.D4.C2.D4.C2.D4.C2.D4.C2.D4.C6.B.C.B.C.B.C$141.C33.B.C.BD.CB9.2C
B3.B.2CB3.B.2CB3.B.2CB3.B.2CB3.B3.BD.CB.C2.D.D.D.D.D.D$176.D.C17.D2C
5.D2C5.D2C5.D2C5.D2C3.C2.B2.D.C.C.B.C.B.C.B$233.C5.C.B2.C.C.C.C.C.C$
233.D5.C.D2.B.C.B.C.B.C$233.B2.C.B.C3.D.D.D.D2.D$233.C.C.A6.C.B.C.B$
233.C2.B.C5.C.C.C.C$233.D2.A.C5.B.C.B.C$233.B3.C.B.C2.D.D.D.D$233.C6.
D.C.C.B.C.B$233.C5.C.B2.C.C.C.C$233.D5.C.D2.B.C.B.C$233.B2.C.B.C3.D.D
.D.D$233.C.C.A6.C.B.C.B$233.C2.B.C5.C.C.C.C$233.D2.A.C5.B.C.B.C$234.B
2.C.B.C2.D.D.D.D$235.C4.D.C.C.B.C.B$236.C2.C.B2.C.C.C.C$237.D.C.D2.B.
C.B.C$238.B.C4.D3.D!
"Shifting right by 32" would be undefined in real programming languages, but here returns the pseudo-sign bit (MSB) as a proper integer.
simsim314 wrote:Hooray! My first pattern in Wireworld Modern! A no-bits adder. It has added 101 and 11 and then it circulate the answer adding it to itself until breaking.
Why couldn't you have gone into with-bits mode, do the addition (I've got a very tiny adder) and return to no-bits? The following device calculates Fibonacci numbers:

Code: Select all

x = 105, y = 12, rule = WireworldModern
.D2CBD2CBD2CBD2CBD2CBD2CBD2CBD2C$B31.B14.B2CDB2CDB2CDB2CAB2CDB2CDB2CD
B2C$.2CDB2CDB2CDB2CDB2CDB2CDB2CDB2C2.D12.D31.D$31.A2.C12.2CBD2CBD2CBD
2CBD2CBD2CBD2CBD2CB$20.2CBD2CBD2CBA.C2.2CBA2CB$19.D12.C.BDC3.C2.D3.2C
BD54C$19.B12.C.D3.C.C2.C.BD$19.C13.B.C.C.B.C2.C2.C$19.C15.C.D2.D.C2.C
.C$19.D16.B6.BD2.B$19.B26.D$20.2CDB2CDB2CDB2CDB2CDB2CDB2C!
(By the way, the following smaller version has period 2099196:)

Code: Select all

x = 93, y = 12, rule = WireworldModern
.2CBA2CBD2CBD2CBD2CB$D19.D$.B2CDB2CDB2CDB2CABC2.C$19.C2.C$18.DC.B2.CB
D2CBD$17.B2.C.D2C3.C2.C3.CBA2CBD2CBA2CBA2CBD2CBD2CBA2CBD2CBD2CBD2CBD
2CBA2CBD2CBD2CB$18.C.B.C3.B.B2.C.DC$18.C2.A.C.C.D.C2.B2.C$19.D3.B.C2.
C.B2.C.B$20.B3.D6.DC2.A$21.C12.C$22.CAB2CAB2CDBC!
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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simsim314
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Re: Wireworld Modern

Post by simsim314 » March 4th, 2019, 4:32 pm

Freywa wrote:Why couldn't you have gone into with-bits mode, do the addition (I've got a very tiny adder) and return to no-bits? The following device calculates Fibonacci numbers:
No bits adders work for arbitrary long inputs - they remove an unnecessary restriction, the bit count. This is sort of bigint implementation starting from the hardware. The main idea is that the data manipulation can be represented in the hardware in the most generic form, and I can alway switch to infinite length parallel 64 bits. I mean it's the same thing eventually, I just want to see a no bit computer using arbitrary calculation based on logical representation of entities instead of counting some bits. I don't want to think if I have byte, bit, int, long - they all represent a number, that's it. I've numbers and make operations on them, just like in mathematics. Even classes and more abstract entities are just list of numbers, that can be represented like very big numbers. I just need to write an interpreter for this idea - to show case there is another way to think about computation, which is more natural to the normal way we think about reality. For example when I say to you pick a number, you can understand me, I don't need to tell you think about a number between 1 and 256 otherwise you would have compilation error. So scripting languages solving this obviously, but hardware still not. My idea is to make more approachable hardware with all functionality in it from the start, but it will work slower - just like java or python. Most of the time we don't care about the speed, and when we do - customizing hardware is usually the way to go.

By the way I think I can add several numbers in parallel with some shift - so when you need to add many numbers my circuit will not be that slow, it will just shift them all by some delta - as the C channel is the only thing which should be timed properly. Not sure this can work for multiplication thought.
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Re: Wireworld Modern

Post by Freywa » March 4th, 2019, 11:16 pm

simsim314 wrote:No bits adders work for arbitrary long inputs - they remove an unnecessary restriction, the bit count. […] By the way I think I can add several numbers in parallel with some shift - so when you need to add many numbers my circuit will not be that slow, it will just shift them all by some delta - as the C channel is the only thing which should be timed properly. Not sure this can work for multiplication thought.
I see what you mean. In fact that was my original intention for introducing state 4, the zero electron: each possible position for an electron would hold either a zero electron, a one electron (state 1) or nothing, the last option indicating that no data was in that bit position. However, I soon found out it was much easier to mark all the bit positions with zeros and ones to prevent data from running backwards, thus effectively running just two states, and this is what I did with my larger constructions.

But old Wireworld technology can help with the transition back to three-state. Here's a bit padder, which introduces zero electrons where there is a lack of an electron:

Code: Select all

x = 52, y = 9, rule = WireworldModern
18.2C$4CBA2CBD2C.5C2.C.30C$12.C6.3C$13.C.C4.C$12.8C$13.C2.2C2.C$12.C
6.3C$BA2CBD6C.5C2.C.30C$18.2C!
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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Re: Wireworld Modern

Post by Freywa » March 5th, 2019, 11:09 am

I also went into Nyles Heise's old Wireworld technology, and derived this much smaller bitless adder:

Code: Select all

x = 124, y = 15, rule = WireworldModern
70.2C$65.5C2.C.C$63.2C6.3C.C$41.2C19.C2.C.C4.C2.C$8CBA14CBA2CBA5C.5C
2.C.5C11.C2.8C3.C$35.C6.3C5.C2.8C4.C2.2C2.C3.C.46C$36.C.C4.C3.C.C2.C
11.C6.3C3.C$35.8C3.C.C.2C.CE4C4.C.5C2.C.2C2.C$36.C2.2C2.C2.C.C.C8.C3.
C6.2C4.2C$35.C6.3C.C2.C.CEC4.3C2.C$BA2CBA2CBA10CBA2CBA9C.5C2.C.C8.C4.
C2.3C$41.2C10.3C2.C.BDC.D$53.C.2C.D3.2C.B$52.C.DC.B6.C$53.B!
A "minuscule" latch is used for the carry.
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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Re: Wireworld Modern

Post by simsim314 » March 6th, 2019, 1:22 pm

It's possible to generate signal crossing only with or/and/not gates on a plane. This is not easy thought, it costs 7 bijective gates and 4 not gates.

Code: Select all

x = 316, y = 11, rule = WireworldModern
162.C$4CBD5CBD5CBD5CBD6CBD5CBD5CBD5CBD8CBA5CBA5CBA5CBA7CBA5CBA5CBA5CB
A14C.15C.4C.14C.148C$131.C15.C4.C14.C$132.C13.C6.C12.C$133.C11.C8.7C
3.2C$134.C5.C3.C5.C3.2C5.3C$135.9C.9C7.2C.C$133.2C9.C15.C4.C$132.C12.
C13.C6.C$131.C14.C11.C3.C4.C$4CBD5CBD5CBD5CBD6CBA5CBA5CBA5CBA8CBD5CBD
5CBD5CBD7CBA5CBA5CBA5CBA14C.14C.11C.8C.148C!
Freywa wrote:Here's a bit padder
Yep thx - I kinda liked the feeling to my design. Do you also have something like that to convert signal to 0.
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Re: Wireworld Modern

Post by ishanpm » March 6th, 2019, 2:24 pm

simsim314 wrote:Do you also have something like that to convert signal to 0.
Is this what you mean? You can make a device that forces the signal to 1 with two NANDs, then you can invert the output to get 0. Freywa's design for the bit padder contains one of these.

Code: Select all

x = 29, y = 9, rule = WireworldModern
.2C$D2.B$B2.A12.C$.2C.2CB.2CBA2CBD2CBA2CBA2CBAC$7.D9.C$8.C$9.C6.C$10.
BA2CBD2CBD2CBD2CBDC$17.CB!
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Freywa
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Re: Wireworld Modern

Post by Freywa » March 6th, 2019, 2:30 pm

ishanpm wrote:Is this what you mean? You can make a device that forces the signal to 1 with two NANDs, then you can invert the output to get 0. Freywa's design for the bit padder contains one of these.
Indeed, I discovered these two related devices very soon after I created Wireworld Modern itself.
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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Moosey
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Re: Wireworld Modern

Post by Moosey » March 6th, 2019, 3:02 pm

Based on a pattern that turns all bits to 0s, you can also make an object which sends signals that default at zero every period, but given 1s as input can produce 1s.

Code: Select all

x = 72, y = 14, rule = WireworldModern
4.C$3.3C.C.2C5.2C$.2C3.4C.BD.AB.25CAB26CDB$C2.3C3.2CB.C.B2C$C12.C$.
12C$C$6.C$5.3C.CB4.2C$4.C3.2C.D.AB.17CAB$3.C.3C.CB.C.B2C$3.C8.C$4.8C$
3.C!
You can also turn 0 vs 1 into a delay:

Code: Select all

x = 20, y = 13, rule = WireworldModern
5.2C$4.2C.2C$3.C.3C.C$3.E5.2C$3.C5.C$BA3CE8C2B2$5.2C$4.2C.2C$3.C.3C.C
$3.E5.2C$3.C5.C$BD3CE12C2B!
Or into 1 (0) vs 2 (1) signals, while preserving the value:

Code: Select all

x = 41, y = 23, rule = WireworldModern
13.4C$12.C4.C$11.C3.2C$6.2C2.C3.C$5.2C.2C3.3C$4.C.3C4.C.C$3.C9.2C$BAC
.CEC.2C4.C$7.2C.13C2B8C2B6C$8.2C4$13.4C$12.C4.C$11.C3.2C$6.2C2.C3.C$
5.2C.2C3.3C$4.C.3C4.C.C$3.C9.2C$BDC.CEC.2C4.C$7.2C.13C2B16C$8.2C!
Or kinda both, with a second bit depending on the input but, but only the first bit has its value preserved:

Code: Select all

x = 40, y = 69, rule = WireworldModern
.15C2B20CB$C38.B$.C4.33C$2.C2.C$3.C2.33C$4.C34.C$5.C4.29C$6.C2.C$7.C
2.29C$8.C30.C$9.C4.25C$10.C2.C$11.C2.26C$12.C$13.C$14.C$15.C$16.C$17.
C$18.C$19.C$20.C$21.C$22.C$23.C$24.C.3C$25.2C.CA$20.3C.C2.2C$19.2C.2C
$18.C.C.C.C$18.C.3C.E$18.C2.C2.C$19.2C.2C4$.24C2B11CB$C38.B$.C4.33C$
2.C2.C$3.C2.33C$4.C34.C$5.C4.29C$6.C2.C$7.C2.29C$8.C30.C$9.C4.25C$10.
C2.C$11.C2.26C$12.C$13.C$14.C$15.C$16.C$17.C$18.C$19.C$20.C$21.C$22.C
$23.C$24.C.3C$25.2C.CD$20.3C.C2.2C$19.2C.2C$18.C.C.C.C$18.C.3C.E$18.C
2.C2.C$19.2C.2C!
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simsim314
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Re: Wireworld Modern

Post by simsim314 » March 6th, 2019, 4:27 pm

ishanpm wrote:Is this what you mean?
Yep, thx. I'm sure the no-bit adder can be now made much smaller.

--------------------

Does anyone has any idea of no-bits multiplication algorithm? I think we should accept that the length is defined in the first bits, but the length could be arbitrary long, so Karatsuba can work but I don't like it too much, and the recursion making my head hurt. Life were so much simple with adder :)
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Freywa
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Re: Wireworld Modern

Post by Freywa » March 10th, 2019, 4:04 pm

After figuring out the mechanism for shifting, bitwise rotations are not hard. The below device rotates 32-bit words right by the specified number of places:

Code: Select all

x = 425, y = 65, rule = WireworldModern
204.C6.C3.B$203.C.B4.D.C.C.D$203.D.D4.B.B.C.C$203.B.C4.C.D.D.C$203.C.
C4.C.C.B.B$203.C.B4.D.C.C.D$203.D.D4.B.B.C.C$203.B.C4.C.D.D.C$203.C.C
4.C.C.B.B$203.C.B4.D.C.C.D$203.D.D4.B.B.C.C$203.B.C4.C.D.D.C$203.C.C
4.C.C.B.B$203.C.B4.D.C.C.D$203.D.D4.B.B.C.C10.4C9.C10.C16.C7.C6.C$
203.B.C4.C.D.D.C10.C3.C8.C10.C24.C6.C$196.C6.C.C4.C.C.B.B10.C3.C2.3C
2.4C2.3C2.4C2.3C4.C.2C.C2.2C.C.C.2C2.4C$195.C.B5.C.B4.D.C.C.D10.4C2.C
3.C2.C3.C3.C2.C3.C3.C3.2C3.C.C2.2C.2C2.C2.C$195.D.D5.D.D4.B.B.C.C10.C
.C3.C3.C2.C3.C3.C2.C3.5C3.C4.C.C3.C.C3.C2.C$195.B.C5.B.C4.C.D.D.C10.C
2.C2.C3.C2.C3.C2.2C2.C3.C7.C4.C.C2.2C.C3.C2.C$195.C.C5.C.C4.C.C.B.B
10.C3.C2.3C4.2C2.2C.C3.2C2.3C4.C4.C2.2C.C.C3.C3.2C$195.C.B5.C.B4.D.C.
C.D57.C$195.D.D5.D.D4.B.B.C.C54.3C$195.B.C5.B.C4.C.D.D.C$188.C6.C.C5.
C.C4.C.C.B.B$187.C.B5.C.B5.C.B4.D.C.C.D$187.D.D5.D.D5.D.D4.B.B.C.C$
187.B.C5.B.C5.B.C4.C.D.D.C$180.C6.C.C5.C.C5.C.C4.C.C.B.B$179.C.B5.C.B
5.C.B5.C.B4.D.C.C.D$172.D6.D.D5.D.D5.D.D5.D.D4.B.B.C.C$169.C.B.C3.C.B
.C3.C.B.C3.C.B.C3.C.B.C2.D.C.D.D.C$168.D.C2.C2.D.C2.C2.D.C2.C2.D.C2.C
2.D.C2.C.B.C2.C.B.B$.D166.B.C.B3.B.C.B3.B.C.B3.B.C.B3.B.C.B2.C.D3.C2.
D$B.2CBD2CBD2CBA2CBA2CBA2CBD2CBA2CBA2CBA2CBD2CBA2CBD2CBD2CBD2CBD2CBD
2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBD2CBA2CBA2CBA2CBA2CBD2CBA
2CBA2CBD2CBD2CBD2CBD2CBD2CBD2CBD2C.D.C.D2C.D.C.D2C.D.C.D2C.D.C.D2C.D.
C.DC.B.2C4.C$.C167.B7.B7.B7.B7.B6.C3.BD.C$168.C.A5.C.A5.C.A5.C.A5.C.A
5.C5.C.BD207C$126.B42.C.B5.C.B5.C.B5.C.B5.C.B4.D$125.D.CBD2CBD2CBD2CB
D2CBD2CBD2CBD2CBD2CBD2CBA2C.D.2C2.C.D.2C2.C.D.2C2.C.D.2C2.C.D.2C3.B$
126.C41.B3.C.C.B3.C.C.B3.C.C.B3.C.C.B3.C3.C$168.D.C.A.D.D.C.A.D.D.C.A
.D.D.C.A.D.D.C.A3.C$169.2CB2.B2.2CB2.B2.2CB2.B2.2CB2.B2.2CB4.D$126.D
42.C.BD.C2.C.BD.C2.C.BD.C2.C.BD.C2.C.BD.CB$125.C.BD2CBD2CBD2CBD2CBD2C
BD2CBD2CBA2CBD2CBD2CBD4.C2.D4.C2.D4.C2.D4.C2.D4.C$126.C20.18E4.2CB3.B
.2CB3.B.2CB3.B.2CB3.B3.BD.CB.C$172.D2C5.D2C5.D2C5.D2C3.C2.B2.D.C$201.
C5.C.B$201.D5.C.D$201.B2.C.B.C$201.C.C.A$201.C2.B.C$201.D2.A.C$201.B
3.C.B.C$201.C6.D.C$201.C5.C.B$201.D5.C.D$201.B2.C.B.C$201.C.C.A$201.C
2.B.C$201.D2.A.C$202.B2.C.B.C$203.C4.D.C$204.C2.C.B$205.D.C.D$206.B.C
!
Instead of the overhanging portion being destroyed by an AND gate, it is multiplexed out and added to the back of the working stream.
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
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Freywa
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Re: Wireworld Modern

Post by Freywa » March 16th, 2019, 1:33 pm

Here's a compendium of my Wireworld Modern technology (but not of Simkin's "bitless" constructions) up to the post immediately above here.
Attachments
wwm.zip
Wireworld Modern compendium up to rotator
(92.9 KiB) Downloaded 168 times
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
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Re: Wireworld Modern

Post by Freywa » June 17th, 2019, 3:42 am

I've reworked the converter states, resulting in this Nutshell ruel and Golly ruletable:

Code: Select all

@NUTSHELL WireworldModern
Wireworld Modern: with separate 1 and 0 signals, and other goodies.
1: {I} 1 head
2: tail
3: wire
4: {O} 0 head
5: {C} converter
6: {CO} converter with 0 head
7: {CI} converter with 1 head
8: converter with tail
@TABLE
symmetries:permute
d=(1,4) # bithead
b=--d # anti-bithead
e=(0,2,3) # vacuum, or wire but not bithead
c=--(5..8) # anti-converter
# Decay transitions
(d, 2, CO, CI, 8), any; [0: (2*d, 3, 8*d, C)]
# Electron propagation in standard wires
3, d ~ 1, b; [1]
# Two-electron collisions make gates, depending on configuration
symmetries:rotate4reflect
# 45-degree: NAND
3, N..SW b, W..NW d; [NW: (d - [W], I)]
# 90-degree orth: AND
3, NE..SW b, W d, b, N d; [N: ([W], O)]
# 90-degree diag: OR
3, N..S b, SW d, b, NW d; [NW: (I, [SW])]
# 135-degree: diag input AND NOT orth input
3, N..SE b, S d, SW..W b, NW d; [S: (O, [NW])]
# 180-degree: XOR (the orthogonal variation is only usable in p3 logic)
3, N d, NE..SE b, S d, SW..NW b; [N: (d - [S], [S])]
3, NW d, N..E b, SE d, S..W b; [NW: (d - [SE], [SE])]
# The following transitions deal with converter states
# A wire adjacent to exactly one converter, where that converter has a head, propagates the head
symmetries:permute
3, (CI, CO) ~ 1, c; [1: d]
# A converter not adjacent to any other converters which would turn into state 1 next generation
# if it were normal wire turns into state 7. This allows transitioning from WWM all-electrons representation
# to vanilla WW, and also allows selective blocking with an AND NOT gate; the other direction
# can be accomplished without converters
C, I ~ 1, e; CI
symmetries:rotate4reflect
# NAND
C, N..SW e, W..NW I; C
C, N..SW e, W..NW d; CI
# AND
C, NE..SW e, W I, e, N I; CI
# OR
C, N..S e, SW O, e, NW O; C
C, N..S e, SW d, e, NW d; CI
# ANDNOT
C, N..SE e, S O, SW..W e, NW I; CI
# XOR
C, N O, NE..SE e, S I, SW..NW e; CI
C, NW O, N..E e, SE I, S..W e; CI
# These transitions allow an "anycross" for crossing two wires completely asynchronously
symmetries:rotate4reflect
C, NW d, N..E any, SE (5, 8), S..W any; [NW: (CI, CO)]
C, NW e, N..E any, SE (CI, CO), S..W any; [SE]
@COLORS
48 48 48: 0
255 255 255: 1
150 150 150: 2
80 80 80: 3
56 68 209: 4
120 129 33: 5
125 141 131: 6
246 255 159: 7
182 191 95: 8

Code: Select all

@RULE WireworldModern
********************************
**** COMPILED FROM NUTSHELL ****
****         v0.5.7         ****
********************************
Wireworld Modern: with separate 1 and 0 signals, and other goodies.
1: 1 head
2: tail
3: wire
4: 0 head
5: converter
6: converter with 0 head
7: converter with 1 head
8: converter with tail

@TABLE
neighborhood: Moore
symmetries: rotate4reflect
n_states: 9

var any.0 = {0,1,2,3,4,5,6,7,8}
var any.1 = any.0
var any.2 = any.0
var any.3 = any.0
var any.4 = any.0
var any.5 = any.0
var any.6 = any.0
var any.7 = any.0
var d.0 = {1,4}
var d.1 = d.0
var b.0 = {0,2,3,5,6,7,8}
var b.1 = b.0
var b.2 = b.0
var b.3 = b.0
var b.4 = b.0
var b.5 = b.0
var b.6 = b.0
var e.0 = {0,2,3}
var e.1 = e.0
var e.2 = e.0
var e.3 = e.0
var e.4 = e.0
var e.5 = e.0
var e.6 = e.0
var c.0 = {0,1,2,3,4}
var c.1 = c.0
var c.2 = c.0
var c.3 = c.0
var c.4 = c.0
var c.5 = c.0
var c.6 = c.0
var _a0.0 = {8,5}
var _b0.0 = {6,7}
var _b0.1 = _b0.0

1, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 2
4, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 2
2, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 3
6, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 8
7, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 8
8, any.0, any.1, any.2, any.3, any.4, any.5, any.6, any.7, 5
3, b.0, b.1, b.2, b.3, b.4, b.5, b.6, d.0, d.0
3, b.0, b.1, b.2, b.3, b.4, b.5, d.0, b.6, d.0
3, 1, 1, b.0, b.1, b.2, b.3, b.4, b.5, 4
3, 1, 4, b.0, b.1, b.2, b.3, b.4, b.5, 1
3, 4, 1, b.0, b.1, b.2, b.3, b.4, b.5, 1
3, 4, 4, b.0, b.1, b.2, b.3, b.4, b.5, 1
3, 1, b.0, 1, b.1, b.2, b.3, b.4, b.5, 1
3, 1, b.0, 4, b.1, b.2, b.3, b.4, b.5, 4
3, 1, b.0, 4, b.1, b.2, b.3, b.4, b.5, 4
3, 4, b.0, 4, b.1, b.2, b.3, b.4, b.5, 4
3, b.0, 1, b.1, 1, b.2, b.3, b.4, b.5, 1
3, b.0, 1, b.1, 4, b.2, b.3, b.4, b.5, 1
3, b.0, 1, b.1, b.2, b.3, b.4, b.5, 4, 1
3, b.0, 4, b.1, 4, b.2, b.3, b.4, b.5, 4
3, 1, b.0, b.1, 1, b.2, b.3, b.4, b.5, 4
3, 4, b.0, b.1, 1, b.2, b.3, b.4, b.5, 1
3, 1, b.0, b.1, 4, b.2, b.3, b.4, b.5, 4
3, 4, b.0, b.1, 4, b.2, b.3, b.4, b.5, 4
3, 1, b.0, b.1, b.2, 1, b.3, b.4, b.5, 4
3, 1, b.0, b.1, b.2, 4, b.3, b.4, b.5, 1
3, 1, b.0, b.1, b.2, 4, b.3, b.4, b.5, 1
3, 4, b.0, b.1, b.2, 4, b.3, b.4, b.5, 4
3, b.0, 1, b.1, b.2, b.3, 1, b.4, b.5, 4
3, b.0, 1, b.1, b.2, b.3, 4, b.4, b.5, 1
3, b.0, 1, b.1, b.2, b.3, 4, b.4, b.5, 1
3, b.0, 4, b.1, b.2, b.3, 4, b.4, b.5, 4
3, 7, c.0, c.1, c.2, c.3, c.4, c.5, c.6, 1
3, c.0, 7, c.1, c.2, c.3, c.4, c.5, c.6, 1
3, 6, c.0, c.1, c.2, c.3, c.4, c.5, c.6, 4
3, c.0, 6, c.1, c.2, c.3, c.4, c.5, c.6, 4
5, 1, e.0, e.1, e.2, e.3, e.4, e.5, e.6, 7
5, e.0, 1, e.1, e.2, e.3, e.4, e.5, e.6, 7
5, 1, 1, e.0, e.1, e.2, e.3, e.4, e.5, 5
5, d.0, d.1, e.0, e.1, e.2, e.3, e.4, e.5, 7
5, 1, e.0, 1, e.1, e.2, e.3, e.4, e.5, 7
5, e.0, 4, e.1, 4, e.2, e.3, e.4, e.5, 5
5, e.0, d.0, e.1, d.1, e.2, e.3, e.4, e.5, 7
5, 4, e.0, e.1, 1, e.2, e.3, e.4, e.5, 7
5, 1, e.0, e.1, e.2, 4, e.3, e.4, e.5, 7
5, e.0, 1, e.1, e.2, e.3, 4, e.4, e.5, 7
5, any.0, 1, any.1, any.2, any.3, _a0.0, any.4, any.5, 7
5, any.0, 4, any.1, any.2, any.3, _a0.0, any.4, any.5, 6
5, any.0, _b0.1, any.1, any.2, any.3, e.0, any.4, any.5, _b0.1

@COLORS
0 48 48 48
1 255 255 255
2 150 150 150
3 80 80 80
4 56 68 209
5 120 129 33
6 125 141 131
7 246 255 159
8 182 191 95
Nothing has changed about the first five states. The converters, by contrast, have been augmented:
  • If a converter cell (state 5) is not surrounded by any other converters and would turn into state 1 if it were normal wire, it turns into state 7. State 4 is not included; this allows discriminating between the two types of photons and also selective blocking when coupled with an AND NOT gate. This generalises earlier behaviour.
  • A 2×2 alternating block of normal wire and converter serves as a crossing for two wires that works completely asynchronously (i.e. the wires can have different periods but will function completely independently of each other).
  • A normal wire can now receive from a converter cell either orthogonally or diagonally, as long as there is only one such converter.
Examples using these new transitions are shown below.

Code: Select all

x = 69, y = 30, rule = WireworldModern
3.CAB$2.B3.C$3.D2C2.61C$6.EC$.C4.CE$C.BA2C2.61C$D5.C$.BCABC4$3.D40.C.
B2.C$2.B.2CBD2CBD2CBA2CBA2CBA2CBA2CBA2CBD2CBD2CBDCE2BC.A$3.C42.B2.B$
45.3A$.D44.C$B.2CBA2CBA2CBA2CBD2CBA2CBA2CBD2CBA2CBA2CBD2CBD.22C$.C3$
49.B$48.C.D$49.C$48.3C$49.C.C$7CBA2CBD10CBA6CBA16C3.17C2$43.C2.C3.C$
42.C2.4C2.C$43.C3.C2.C!
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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Freywa
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Joined: June 23rd, 2011, 3:20 am
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Re: Wireworld Modern

Post by Freywa » June 18th, 2019, 3:01 am

A better arrangement for the selective blocker, working at any period:

Code: Select all

x = 69, y = 7, rule = WireworldModern
48.2C$6.D40.EC.C$5.B.2CBD2CBD2CBA2CBA2CBA2CBA2CBA2CBD2CBD2CBD3.C$6.C
40.C.20C$.D44.CE2.C$B.2CBA2CBA2CBA2CBD2CBA2CBA2CBD2CBA2CBA2CBD2CBD2.
2C$.C!
Princess of Science, Parcly Taxel

Code: Select all

x = 31, y = 5, rule = B2-a/S12
3bo23bo$2obo4bo13bo4bob2o$3bo4bo13bo4bo$2bo4bobo11bobo4bo$2bo25bo!
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