Hi Steve,
SteveG48 wrote:8r1c7 = ((692)r127c7)&((69)r1c37) - 2r4c7|9r1c6 = (49)r4c7,r6c6 - (4|9=75)r46c1 - (5=46)b7p19 - 6r1c3,r8c23 = (9r1c3)&((69)r28c5 - (9=68)r12c7 => -8 r1c56,r5c7 ; stte
That made me realize that I wrote some parts of my chain in a dumb way. Thanks! Hope you don't mind if I shamelessly steal those parts from you, because I thought I'd use this as an example of the
Alien Coordinates I mentioned in the other reply. Here's the upgraded version in both rYcX and aIrZ, both written in pure Eureka and exactly the same way to avoid other distractions:
- Code: Select all
A B C D E F G H I
.--------------------.---------------------.----------------.
a | 1 3 ac9-6 | 267 26789 d2789 | c689 5 4 |
b | 8 7 5 | 4 a9-6 3 | bc69 2 1 |
c | b469 46 2 | 16 1689 5 | 7 3 b89 |
:--------------------+---------------------+----------------: .-------.
d | f457 145 134 | 8 237 6 | e24 9 25 | | r s t |
e | 4569 456 3469 | 23 239 1 | 248 7 258 | | u v w |
f | f79 2 8 | 5 4 e79 | 3 1 6 | | x y z |
:--------------------+---------------------+----------------: '-------'
g | g45 1458 7 | 13 138 48 | de29 6 29 |
h | 3 168 16 | 9 i1268 28 | 5 4 7 |
i | 2 9 gi46 | h67 5 47 | 1 8 3 |
'--------------------'---------------------'----------------'
(9,9)r1c3,r2c5 = (98)r2c7,r3c19 - (8=69,69)r12c7,r1c73 - r7c7|r1c6 = (249)r74c7,r6c6 - (4|9=75)r64c1 - (5=46)b7p19 - r9c4 = (6,6)r9c3,r8c5 => -6 r1c3,r2c5; stte
(9,9)aC,bE = (98)bG,cAI - (8=69,69)abG,aGC - gG|aF = (249)gdG,fF - (4|9=75)fdA - (5=46)xRZ - iD = (6,6)iC,hE => -6 aC,bE; stte