Moosey wrote:How many distinct minstrels (errant, etc. Not minstrel 4, for example) Are there now? Can the errant minstrel be attached to that?
There are eight ... "atomic minstrels"? "subminstrels"? "miniminstrels"? -- "Elementary minstrels"! ... including this new unnamed one, and excluding M0 (Sir Robin Unaccompanied).
It looks like a new kind of tail spark, so it might connect to something but will take some experimentation. One of the trailing spark cells is so well separated that it dies off without causing any new births (let alone causing any neighbors to survive). Seems like that could be a good starting point for new searches for tagalongs.
Either of the two new composite minstrels connects to itself, or to any other minstrel I think, in a way that makes branching minstrelships much more trivial than they were before. I'm again assuming that this kind of barely nontrivial connection is good enough to pass the Official Branching Spaceship Membership Criteria, if there are any such things:
Code: Select all
x = 269, y = 490, rule = B3/S23
168bo$167b4o$166bo2b2o$170bo$166bo5bo3bo$165b4o4b3obo$165bo3bo4bo$164b
ob3o5bo2b2o$167bo6b5o$163b4obo2b2o2bobo$165b2o2bo5b4o$165b2o3bo3bo3bo$
174b5o$172b3o3bo2bo$176b3obobo$174bo$173b3obo4bo$173bo4b3o$174b2o3b2ob
o$174bo4b4o$175bobo2bo$174b3obo3bo$153b2o20b2o5b2o$152b2o21b3o3b2obo$
154b2obo17b3o3b2o2bo$152bo3b3ob2o13bo2bo3bob2o$151b6ob2o2bo13bo$150b2o
b2o4bo16bo3bo$150bo4bo6bobo14b2o$150b5o4b3o2bo9b3ob3o$150b3obo4b2o13b
2obo$155b2o2bobo12b2o3bo3bo$151bo3b2o3b2o14b4obob2obo$156bo3bo2bobo10b
o3b2ob5o$159b3o2b3o17bo$138b2o19b2obo20b2ob2o$137b2o22bob3ob2o15b3o$
139b2obo16bo2bo24bo$137bo3b3ob2o11b2obo2bobo16bo4b2o$136b6ob2o2bo10b2o
2b3o18bo5b3o$135b2ob2o4bo14bo2bo2bobo15bo5b3o$135bo4bo6bobo9b2obob2o2b
2o14b3o$135b5o4b3o2bo11bob3o16b5o$135b3obo4b2o21b3o12bo5bob2o$140b2o2b
obo21b2o11bob2ob4ob2o$136bo3b2o3b2o42bo$141bo3bo2bobo9b2o6bo2bo12bo2bo
2b2o$144b3o2b3o8b2obo4b4o13b2o$123b2o19b2obo13b2o3b5o14b3o$122b2o22bob
3ob2o7bo3b2o16bo$124b2obo16bo2bo13b2o4bo15b5o$122bo3b3ob2o11b2obo2bobo
9bo4b2o14bo$121b6ob2o2bo10b2o2b3o9b5o2bo2bo12b2ob2o$120b2ob2o4bo14bo2b
o2bobo9bo5b2o11bo4b2o$120bo4bo6bobo9b2obob2o2b2o6b2o6bob3o7bobo$120b5o
4b3o2bo11bob3o11bo4b2o3b2o6b2o$120b3obo4b2o21b3o10b4o11b2ob3ob2o$125b
2o2bobo21b2o13b3o9b2o4bo3bo$121bo3b2o3b2o37bo4bo6b2o5bo2bo$126bo3bo2bo
bo9b2o6bo2bo12b7o11bo$129b3o2b3o8b2obo4b4o15bob2o12b2o2bo$108b2o19b2ob
o13b2o3b5o12b3o3b2o11b5o$107b2o22bob3ob2o7bo3b2o19bo5bo7bo$109b2obo16b
o2bo13b2o4bo15b2ob3o2bo$107bo3b3ob2o11b2obo2bobo9bo4b2o14b2o3b2ob2o8b
2o$106b6ob2o2bo10b2o2b3o9b5o2bo2bo12bobo2bobobobo5b2o5b3o$105b2ob2o4bo
14bo2bo2bobo9bo5b2o13b2ob5o3bo4b2ob3o2b2o$105bo4bo6bobo9b2obob2o2b2o6b
2o6bob3o9b2o3bo2bobo7bobo$105b5o4b3o2bo11bob3o11bo4b2o3b2o10bo2bo17bob
2o$105b3obo4b2o21b3o10b4o16bo15bo3bob2o$110b2o2bobo21b2o13b3o13b3o14bo
3bobo$106bo3b2o3b2o37bo4bo8bo17bo5bo$111bo3bo2bobo9b2o6bo2bo12b7o7bob
3o13bo3bob2o$114b3o2b3o8b2obo4b4o15bob2o12bo13bo$93b2o19b2obo13b2o3b5o
12b3o3b2o6bo6bo13b3o$92b2o22bob3ob2o7bo3b2o19bo5bo3b2obo3bo$94b2obo16b
o2bo13b2o4bo15b2ob3o2bo7bob2o15bo$92bo3b3ob2o11b2obo2bobo9bo4b2o14b2o
3b2ob2o8b3o15bo4bo$91b6ob2o2bo10b2o2b3o9b5o2bo2bo12bobo2bobobob2o8b2o
13bob2ob2o$90b2ob2o4bo14bo2bo2bobo9bo5b2o13b2ob5o5b4o4bo19b2o$90bo4bo
6bobo9b2obob2o2b2o6b2o6bob3o9b2o3bo2bobo3b5obobo16b2obobo$90b5o4b3o2bo
11bob3o11bo4b2o3b2o10bo2bo9bo6bo18b2o3bo$90b3obo4b2o21b3o10b4o16bo18bo
2bo15bo3b2o$95b2o2bobo21b2o13b3o13b3o17bo2bo19bo$91bo3b2o3b2o37bo4bo8b
o18b6o17bo3bo$96bo3bo2bobo9b2o6bo2bo12b7o7bob3o12bob2obo19bo3bo$99b3o
2b3o8b2obo4b4o15bob2o12bo11bo7bo20b2o$78b2o19b2obo13b2o3b5o12b3o3b2o6b
o6bo10bo4b3obo16b2o2b3o$77b2o22bob3ob2o7bo3b2o19bo5bo3b2obo3bo12bo3bob
o18bo2bobo$79b2obo16bo2bo13b2o4bo15b2ob3o2bo7bob2o13b2o4bobo16bo$77bo
3b3ob2o11b2obo2bobo9bo4b2o14b2o3b2ob2o8b3o14b2obob2o17bo7bo$76b6ob2o2b
o10b2o2b3o9b5o2bo2bo12bobo2bobobob2o8b2o13bob5o17b3o3bo$75b2ob2o4bo14b
o2bo2bobo9bo5b2o13b2ob5o5b4o4bo11bob2o2bo20b2o4bob2o$75bo4bo6bobo9b2ob
ob2o2b2o6b2o6bob3o9b2o3bo2bobo3b5obobo13bo24b3o3b2obo$75b5o4b3o2bo11bo
b3o11bo4b2o3b2o10bo2bo9bo6bo11bo4bo2bo17bo2bo5bobo$75b3obo4b2o21b3o10b
4o16bo18bo2bo9bo3b2o20b2o$80b2o2bobo21b2o13b3o13b3o17bo2bo13bo26b2o$
76bo3b2o3b2o37bo4bo8bo18b6o11b2o25bobo$81bo3bo2bobo9b2o6bo2bo12b7o7bob
3o12bob2obo12b2o25bo$84b3o2b3o8b2obo4b4o15bob2o12bo11bo7bo10bo28bo$63b
2o19b2obo13b2o3b5o12b3o3b2o6bo6bo10bo4b3obo9bo28bo$62b2o22bob3ob2o7bo
3b2o19bo5bo3b2obo3bo12bo3bobo34b2o4bo3bo$64b2obo16bo2bo13b2o4bo15b2ob
3o2bo7bob2o13b2o4bobo32bo4bo3b3o$62bo3b3ob2o11b2obo2bobo9bo4b2o14b2o3b
2ob2o8b3o14b2obob2o31bo3b2o$61b6ob2o2bo10b2o2b3o9b5o2bo2bo12bobo2bobob
ob2o8b2o13bob5o27b2o3bo8bo3bo$60b2ob2o4bo14bo2bo2bobo9bo5b2o13b2ob5o5b
4o4bo11bob2o2bo29bo16b3o$60bo4bo6bobo9b2obob2o2b2o6b2o6bob3o9b2o3bo2bo
bo3b5obobo13bo30bo3b2o10bo6bo$60b5o4b3o2bo11bob3o11bo4b2o3b2o10bo2bo9b
o6bo11bo4bo2bo22b2o3bo13bo2bo3bo$60b3obo4b2o21b3o10b4o16bo18bo2bo9bo3b
2o24bo18bo3b2obo$65b2o2bobo21b2o13b3o13b3o17bo2bo13bo23bo3b2o19b2o$61b
o3b2o3b2o37bo4bo8bo18b6o11b2o21b2o3bo19b2ob2o$66bo3bo2bobo9b2o6bo2bo
12b7o7bob3o12bob2obo12b2o22bo27b2o$69b3o2b3o8b2obo4b4o15bob2o12bo11bo
7bo10bo20bo3b2o20b2o2b2o$48b2o19b2obo13b2o3b5o12b3o3b2o6bo6bo10bo4b3ob
o9bo17b2o3bo21b2ob2o$47b2o22bob3ob2o7bo3b2o19bo5bo3b2obo3bo12bo3bobo
29bo26b2o$49b2obo16bo2bo13b2o4bo15b2ob3o2bo7bob2o13b2o4bobo25bo3b2o24b
obo$47bo3b3ob2o11b2obo2bobo9bo4b2o14b2o3b2ob2o8b3o14b2obob2o23b2o3bo
28b3o$46b6ob2o2bo10b2o2b3o9b5o2bo2bo12bobo2bobobob2o8b2o13bob5o22bo33b
o2bo$45b2ob2o4bo14bo2bo2bobo9bo5b2o13b2ob5o5b4o4bo11bob2o2bo22bo3b2o
31b2o2bo$45bo4bo6bobo9b2obob2o2b2o6b2o6bob3o9b2o3bo2bobo3b5obobo13bo
22b2o3bo33bo3bob2o$45b5o4b3o2bo11bob3o11bo4b2o3b2o10bo2bo9bo6bo11bo4bo
2bo17bo39bo2bo$45b3obo4b2o21b3o10b4o16bo18bo2bo9bo3b2o17bo3b2o37b6o$
50b2o2bobo21b2o13b3o13b3o17bo2bo13bo15b2o3bo$46bo3b2o3b2o37bo4bo8bo18b
6o11b2o16bo$51bo3bo2bobo9b2o6bo2bo12b7o7bob3o12bob2obo12b2o4bo10bo3b2o
$54b3o2b3o8b2obo4b4o15bob2o12bo11bo7bo10bo3bobo6b2o3bo$33b2o19b2obo13b
2o3b5o12b3o3b2o6bo6bo10bo4b3obo9bo2bo3b2o4bo$32b2o22bob3ob2o7bo3b2o19b
o5bo3b2obo3bo12bo3bobo14bobo5bo3b2o$34b2obo16bo2bo13b2o4bo15b2ob3o2bo
7bob2o13b2o4bobo19bo2bo$32bo3b3ob2o11b2obo2bobo9bo4b2o14b2o3b2ob2o8b3o
14b2obob2o15b2obo$31b6ob2o2bo10b2o2b3o9b5o2bo2bo12bobo2bobobob2o8b2o
13bob5o16bo3bo$30b2ob2o4bo14bo2bo2bobo9bo5b2o13b2ob5o5b4o4bo11bob2o2bo
18b2o$30bo4bo6bobo9b2obob2o2b2o6b2o6bob3o9b2o3bo2bobo3b5obobo13bo22bob
2o$30b5o4b3o2bo11bob3o11bo4b2o3b2o10bo2bo9bo6bo11bo4bo2bo$30b3obo4b2o
21b3o10b4o16bo18bo2bo9bo3b2o19bo$35b2o2bobo21b2o13b3o13b3o17bo2bo13bo
22b2ob2o$31bo3b2o3b2o37bo4bo8bo18b6o11b2o23bo2b2o$36bo3bo2bobo9b2o6bo
2bo12b7o7bob3o12bob2obo12b2o$39b3o2b3o8b2obo4b4o15bob2o12bo11bo7bo10bo
21bo2bo5bo$18b2o19b2obo13b2o3b5o12b3o3b2o6bo6bo10bo4b3obo9bo22b2o5b4o$
17b2o22bob3ob2o7bo3b2o19bo5bo3b2obo3bo12bo3bobo36bo4b2ob2o$19b2obo16bo
2bo13b2o4bo15b2ob3o2bo7bob2o13b2o4bobo$17bo3b3ob2o11b2obo2bobo9bo4b2o
14b2o3b2ob2o8b3o14b2obob2o37bo$16b6ob2o2bo10b2o2b3o9b5o2bo2bo12bobo2bo
bobob2o8b2o13bob5o38b4o$15b2ob2o4bo14bo2bo2bobo9bo5b2o13b2ob5o5b4o4bo
11bob2o2bo40bobo18bo$15bo4bo6bobo9b2obob2o2b2o6b2o6bob3o9b2o3bo2bobo3b
5obobo13bo42bo2bo17b4o$15b5o4b3o2bo11bob3o11bo4b2o3b2o10bo2bo9bo6bo11b
o4bo2bo38bo18bo2b2o$15b3obo4b2o21b3o10b4o16bo18bo2bo9bo3b2o40bo22bo$
20b2o2bobo21b2o13b3o13b3o17bo2bo13bo41bobo16bo5bo3bo$16bo3b2o3b2o37bo
4bo8bo18b6o11b2o41bo3bo14b4o4b3obo$21bo3bo2bobo9b2o6bo2bo12b7o7bob3o
12bob2obo12b2o42bo18bo3bo4bo$24b3o2b3o8b2obo4b4o15bob2o12bo11bo7bo10bo
43bobob3o10bob3o5bo2b2o$3b2o19b2obo13b2o3b5o12b3o3b2o6bo6bo10bo4b3obo
9bo47bo15bo6b5o$2b2o22bob3ob2o7bo3b2o19bo5bo3b2obo3bo12bo3bobo59bo2bo
8b4obo2b2o2bobo$4b2obo16bo2bo13b2o4bo15b2ob3o2bo7bob2o13b2o4bobo58bobo
b2o7b2o2bo5b4o$2bo3b3ob2o11b2obo2bobo9bo4b2o14b2o3b2ob2o8b3o14b2obob2o
61bo10b2o3bo3bo3bo$b6ob2o2bo10b2o2b3o9b5o2bo2bo12bobo2bobobob2o8b2o13b
ob5o59bobob2o15b5o$2ob2o4bo14bo2bo2bobo9bo5b2o13b2ob5o5b4o4bo11bob2o2b
o62bo3bo13b3o3bo2bo$o4bo6bobo9b2obob2o2b2o6b2o6bob3o9b2o3bo2bobo3b5obo
bo13bo66bo20b3obobo$5o4b3o2bo11bob3o11bo4b2o3b2o10bo2bo9bo6bo11bo4bo2b
o80bo$3obo4b2o21b3o10b4o16bo18bo2bo9bo3b2o81b3obo4bo$5b2o2bobo21b2o13b
3o13b3o17bo2bo13bo67b2o13bo4b3o$bo3b2o3b2o37bo4bo8bo18b6o11b2o69bo14b
2o3b2obo$6bo3bo2bobo9b2o6bo2bo12b7o7bob3o12bob2obo12b2o67b2ob2o13bo4b
4o$9b3o2b3o8b2obo4b4o15bob2o12bo11bo7bo10bo67bo2b2o14bobo2bo$9b2obo13b
2o3b5o12b3o3b2o6bo6bo10bo4b3obo9bo66bo3bo14b3obo3bo$11bob3ob2o7bo3b2o
19bo5bo3b2obo3bo12bo3bobo78b2o18b2o5b2o$9bo2bo13b2o4bo15b2ob3o2bo7bob
2o13b2o4bobo76b3obo15b3o3b2obo$8b2obo2bobo9bo4b2o14b2o3b2ob2o8b3o14b2o
bob2o79bob2o14b3o3b2o2bo$8b2o2b3o9b5o2bo2bo12bobo2bobobob2o8b2o13bob5o
78bobo15bo2bo3bob2o$9bo2bo2bobo9bo5b2o13b2ob5o5b4o4bo11bob2o2bo80bo3bo
14bo$9b2obob2o2b2o6b2o6bob3o9b2o3bo2bobo3b5obobo13bo84bo3b2o12bo3bo$
11bob3o11bo4b2o3b2o10bo2bo9bo6bo11bo4bo2bo80b2ob2o15b2o$17b3o10b4o16bo
18bo2bo9bo3b2o85bo11b3ob3o$18b2o13b3o13b3o17bo2bo13bo85b3o10b2obo$34bo
4bo8bo18b6o11b2o89b2o8b2o3bo3bo$10b2o6bo2bo12b7o7bob3o12bob2obo12b2o
102b4obob2obo$10b2obo4b4o15bob2o12bo11bo7bo10bo102bo3b2ob5o$11b2o3b5o
12b3o3b2o6bo6bo10bo4b3obo9bo110bo$11bo3b2o19bo5bo3b2obo3bo12bo3bobo
102b5o14b2ob2o$11b2o4bo15b2ob3o2bo7bob2o13b2o4bobo79b2o19b4o16b3o$11bo
4b2o14b2o3b2ob2o8b3o14b2obob2o79b2o20bob2o19bo$9b5o2bo2bo12bobo2bobobo
b2o8b2o13bob5o80b2obo15bo2bo16bo4b2o$12bo5b2o13b2ob5o5b4o4bo11bob2o2bo
80bo3b3ob2o10bo5bo14bo5b3o$11b2o6bob3o9b2o3bo2bobo3b5obobo13bo82b6ob2o
2bo10bo4b2o13bo5b3o$12bo4b2o3b2o10bo2bo9bo6bo11bo4bo2bo76b2ob2o4bo14bo
b2ob2o13b3o$15b4o16bo18bo2bo9bo3b2o78bo4bo6bobo14b2o11b5o$18b3o13b3o
17bo2bo13bo79b5o4b3o2bo13b2o12bo5bob2o$19bo4bo8bo18b6o11b2o80b3obo4b2o
16b2o12bob2ob4ob2o$19b7o7bob3o12bob2obo12b2o86b2o2bobo15bo21bo$22bob2o
12bo11bo7bo10bo82bo3b2o3b2o32bo2bo2b2o$18b3o3b2o6bo6bo10bo4b3obo9bo87b
o3bo2bobo13bo15b2o$21bo5bo3b2obo3bo12bo3bobo102b3o2b3o11bobo14b3o$18b
2ob3o2bo7bob2o13b2o4bobo100b2obo14b2ob2o11bo$17b2o3b2ob2o8b3o14b2obob
2o103bob3ob2o8b2obo12b5o$17bobo2bobobob2o8b2o13bob5o100bo2bo14b2obo11b
o$18b2ob5o5b4o4bo11bob2o2bo101b2obo2bobo10bo2bo11b2ob2o$18b2o3bo2bobo
3b5obobo13bo104b2o2b3o11bob3o10bo4b2o$19bo2bo9bo6bo11bo4bo2bo100bo2bo
2bobo7bo4bo3bo6bobo$20bo18bo2bo9bo3b2o102b2obob2o2b2o10b2obobo4b2o$19b
3o17bo2bo13bo105bob3o14bo2bobo4b2ob3ob2o$18bo18b6o11b2o112b3o7b3o2b2o
6b2o4bo3bo$18bob3o12bob2obo12b2o114b2o11bobo7b2o5bo2bo$23bo11bo7bo10bo
127bobo13bo$17bo6bo10bo4b3obo9bo106b2o6bo2bo9bo16b2o2bo$16b2obo3bo12bo
3bobo118b2obo4b4o9b2o2bo11b5o$19bob2o13b2o4bobo117b2o3b5o13bo10bo$20b
3o14b2obob2o118bo3b2o17b2o$23b2o13bob5o117b2o4bo13b2o2b2o8b2o$16b4o4bo
11bob2o2bo119bo4b2o13bobobo8b2o5b3o$17b5obobo13bo120b5o2bo2bo13bobo8b
2ob3o2b2o$17bo6bo11bo4bo2bo118bo5b2o15bo10bobo$24bo2bo9bo3b2o119b2o6bo
b3o10bo15bob2o$24bo2bo13bo121bo4b2o3b2o9bo2b3o7bo3bob2o$22b6o11b2o125b
4o14b5o8bo3bobo$20bob2obo12b2o129b3o11bob2o10bo5bo$20bo7bo10bo130bo4bo
8bo12bo3bob2o$20bo4b3obo9bo130b7o21bo$21bo3bobo145bob2o7bobo12b3o$21b
2o4bobo139b3o3b2o7b3obo$22b2obob2o143bo5bo9bo10bo$23bob5o139b2ob3o2bo
5b2o14bo4bo$21bob2o2bo140b2o3b2ob2o4b2o15bob2ob2o$24bo143bobo2bobobob
2o3bo2bo17b2o$21bo4bo2bo139b2ob5o8bo17b2obobo$22bo3b2o141b2o3bo2bobo
24b2o3bo$26bo143bo2bo30bo3b2o$24b2o84bo60bo36bo$23b2o84b3o58b3o33bo3bo
$24bo83b2o2b2o55bo36bo3bo$24bo84bob3o55bob3o36b2o$108b3ob3o2b2o55bo32b
2o2b3o$107bo6bobob2o48bo6bo31bo2bobo$106b2o4b5o50b2obo3bo32bo$106b2o3b
3o2bo3b2o48bob2o33bo7bo$106b2o3b2o2b2o54b3o34b3o3bo$106b3o2bo3b2o2bo
54b2o33b2o4bob2o$108bobobobobob2o47b4o4bo34b3o3b2obo$114b2o2b2o48b5obo
bo31bo2bo5bobo$113bo9bo44bo6bo33b2o$118b2obo2bo50bo2bo35b2o$117b2o4bo
51bo2bo33bobo$116bobobo2b2o48b6o32bo$115b2obo4bo47bob2obo37bo$121bo2bo
46bo7bo34bo$118b2obob2o46bo4b3obo27b2o4bo3bo$117bobo2b2o48bo3bobo29bo
4bo3b3o$116b2o3bo3bo46b2o4bobo25bo3b2o$116b2ob6o48b2obob2o23b2o3bo8bo
3bo$118b5obo49bob5o22bo16b3o$124bob2o44bob2o2bo22bo3b2o10bo6bo$118bo5b
ob2o47bo22b2o3bo13bo2bo3bo$118bo6b3o44bo4bo2bo17bo18bo3b2obo$118bo8b3o
43bo3b2o17bo3b2o19b2o$122b2o3bo49bo15b2o3bo19b2ob2o$117bo3b2o52b2o16bo
27b2o$117b3ob2obo49b2o4bo10bo3b2o20b2o2b2o$117bo2b3o2bo49bo3bobo6b2o3b
o21b2ob2o$123bo2bo48bo2bo3b2o4bo26b2o$118bobo3bo3b2o48bobo5bo3b2o24bob
o$118bobo7bobo54bo2bo28b3o$118bobo4b2obo51b2obo33bo2bo$127bo54bo3bo31b
2o2bo$182b2o33bo3bob2o$126bo2b2o52bob2o31bo2bo$126b2obo2bo86b6o$125bo
5bobo49bo$126b3o5bo50b2ob2o$185bo2b2o$124b3obobo3bo88bobo$123b2o6bo50b
o2bo5bo30b2ob3o$123b2ob3o3b2obo47b2o5b4o27bobo$125bo2bo3b2obo49bo4b2ob
2o25b3o4bo$125b2obo91bo6b2o$126b2o59bo33bo4bo$125bo2bo60b4o34b2o$126b
3o60bobo$125bo3bo58bo2bo$127bo61bo$124b2ob2o2bo57bo$123bobo5bo57bobo2b
o$123bo5bo53b3o3bob3obo$124b7o52bo2bo5bo2bo$124bo6bo51bobo7bob3o$124b
4ob3o46b3o15bobo$124b2o6bo45bo2bo13bo3bo$126b5ob2o44bobo12bob2o2b2o$
126b2obo3bo39b3o17bob6o$130bob2o39bo2bo17b2obo$129b3ob3o37bobo$128b2o
4bo33b3o23bo$127bob4obo33bo2bo20b2obobobo$126b2o3b2ob2o32bobo21bo4b2o$
129bo2bobo28b3o26bo4bo$130bobob2o27bo2bo24b2o3bo$130bobo30bobo25b2o3bo
$130bob2o24b3o30b2o2b2o22bo$130bo2bo24bo2bo30b2o4bo19b3o$129bo2b2o24bo
bo31b2o5bo17b2o2b2o$129bo2bobo18b3o37bo5bo18bob3o$130bo3bo18bo2bo42bo
17b3ob3o2b2o$135bo17bobo38bo4bo16bo6bobob2o$134bo13b3o44bo3bo3b2o10b2o
4b5o$130b4o14bo2bo45b2o4bo11b2o3b3o2bo3b2o$130bo4b2o11bobo52bo2bo8b2o
3b2o2b2o$131bo6bo4b3o58bo2bo7b3o2bo3b2o2bo$134bo3bo4bo2bo58bob2o8bobob
obobob2o$134bo3bo4bobo60bo2bo13b2o2b2o$135bob2o65b3o3bo11bo9bo$137b2o
66bo5bo15b2obo2bo$137bo2b2o63bo20b2o4bo$138bo2bo64bo3bo14bobobo2b2o$
138bo69b2o14b2obo4bo$140bo89bo2bo$140bob3o63b3o16b2obob2o$140bo4bo62bo
bo15bobo2b2o$140bo4bo61bo17b2o3bo3bo$140b7o62bobo13b2ob6o$139bobo64b2o
bobo15b5obo$141bo4b5o57bobo22bob2o$139b3o7b2o57b2o17bo5bob2o$146b2o61b
o2bo14bo6b3o$145b4o61b2obo13bo8b3o$144bo2b2o64bo17b2o3bo$143bo65bobobo
12bo3b2o$143bo68bob2o10b3ob2obo$143bo2bo66b3o10bo2b3o2bo$143bo72bo15bo
2bo$143bo2bo68b2o10bobo3bo3b2o$143bo5bo65b4o8bobo7bobo$144b2o2bobo66b
2o8bobo4b2obo$151bo43bo20bo2bo16bo$151b2o41b4o18bo$149bobo41bo2b2o16bo
3bo16bo2b2o$150bob2o43bo16b2o2bo16b2obo2bo$151b3ob2o36bo5bo3bo13bo2bo
13bo5bobo$151bo5bo34b4o4b3obo9bo2bo3b2o12b3o5bo$152b2o2bo35bo3bo4bo12b
o3b3o$153b3o35bob3o5bo2b2o11b2obo12b3obobo3bo$194bo6b5o11b3o12b2o6bo$
190b4obo2b2o2bobo27b2ob3o3b2obo$192b2o2bo5b4o28bo2bo3b2obo$192b2o3bo3b
o3bo28b2obo$201b5o13b3o13b2o$199b3o3bo2bo10b2o13bo2bo$203b3obobo25b3o$
201bo18b2o12bo3bo$200b3obo4bo8b2o16bo$200bo4b3o10b3o12b2ob2o2bo$201b2o
3b2obo8bo2bobo8bobo5bo$201bo4b4o8bob2obob2o5bo5bo$202bobo2bo10b2o5b2o
6b7o$201b3obo3bo11bobo9bo6bo$202b2o5b2o7bo6b2o6b4ob3o$202b3o3b2obo6bo
3b2o9b2o6bo$202b3o3b2o2bo6bobo2b3o8b5ob2o$202bo2bo3bob2o11b2o9b2obo3bo
$203bo19bo15bob2o$203bo3bo14bo3bo11b3ob3o$206b2o15bo3bo9b2o4bo$201b3ob
3o15bo2bo9bob4obo$201b2obo21b2o7b2o3b2ob2o$201b2o3bo3bo12b2obobo9bo2bo
bo$203b4obob2obo14bo10bobob2o$203bo3b2ob5o11bob2o9bobo$211bo13bo13bob
2o$210b2ob2o9b2o13bo2bo$211b3o9b2o13bo2b2o$214bo9bobo11bo2bobo$210bo4b
2o7b2o13bo3bo$210bo5b3o6bob2o15bo$210bo5b3o24bo$211b3o9bo4bo10b4o$209b
5o8b2ob3o11bo4b2o$209bo5bob2o3b3o15bo6bo$208bob2ob4ob2o2b2o19bo3bo$
216bo26bo3bo$211bo2bo2b2o25bob2o$212b2o32b2o$150b2o60b3o31bo2b2o$149b
2o59bo36bo2bo$151b2obo55b5o32bo$149bo3b3ob2o50bo39bo$148b6ob2o2bo49b2o
b2o35bob3o$147b2ob2o4bo51bo4b2o34bo4bo$147bo4bo6bobo46bobo38bo4bo$147b
5o4b3o2bo45b2o40b7o$147b3obo4b2o49b2ob3ob2o32bobo$152b2o2bobo48b2o4bo
3bo32bo4b5o$148bo3b2o3b2o49b2o5bo2bo29b3o7b2o$153bo3bo2bobo51bo40b2o$
156b3o2b3o51b2o2bo34b4o$156b2obo54b5o34bo2b2o$158bob3ob2o46bo39bo$156b
o2bo92bo$155b2obo2bobo48b2o38bo2bo$155b2o2b3o49b2o5b3o31bo$156bo2bo2bo
bo46b2ob3o2b2o27b3o2b2o3b2o$156b2obob2o2b2o46bobo31bo2bo5bobobo$158bob
3o54bob2o26bo9bo2bo$164b3o46bo3bob2o22b3o2bo10b3o$165b2o46bo3bobo22bo
2bo12bo$213bo5bo22bo16b2ob3o$157b2o6bo2bo44bo3bob2o17b3o2bo15bo3bobo$
157b2obo4b4o45bo22bo2bo18bo$158b2o3b5o47b3o19bo20bob2o$158bo3b2o69b3o
2bo22bo$158b2o4bo50bo16bo2bo21bo3bo$158bo4b2o50bo4bo11bo23bo2b4o$156b
5o2bo2bo48bob2ob2o6b3o2bo22bo2b2o$159bo5b2o54b2o4bo2bo25bobo4bo$158b2o
6bob3o48b2obobo2bo30b3o$159bo4b2o3b2o49b2o3bo2bo30bo3bo$162b4o54bo3b2o
33b2obo$165b3o56bo34bob3o$166bo4bo50bo3bo32bo3bobo$166b7o49bo3bo31bo3b
o$169bob2o53b2o34bo3bo$165b3o3b2o50b2o2b3o$168bo5bo48bo2bobo36bo$165b
2ob3o2bo49bo39b2o$164b2o3b2ob2o49bo7bo31b4o$164bobo2bobobobo48b3o3bo
32bob2o$165b2ob5o3bo48b2o4bob2o26b2o$165b2o3bo2bobo50b3o3b2obo25bo6bo$
166bo2bo54bo2bo5bobo25bobo3b2o$167bo57b2o39bo$166b3o61b2o$165bo62bobo$
165bob3o57bo$170bo59bo$164bo6bo58bo$163b2obo3bo53b2o4bo3bo$166bob2o54b
o4bo3b3o$167b3o52bo3b2o$170b2o47b2o3bo8bo3bo$163b4o4bo47bo16b3o$164b5o
bobo44bo3b2o10bo6bo$164bo6bo42b2o3bo13bo2bo3bo$171bo2bo39bo18bo3b2obo$
171bo2bo37bo3b2o19b2o$169b6o34b2o3bo19b2ob2o$167bob2obo36bo27b2o$167bo
7bo31bo3b2o20b2o2b2o$167bo4b3obo27b2o3bo21b2ob2o$168bo3bobo29bo26b2o$
168b2o4bobo25bo3b2o24bobo$169b2obob2o23b2o3bo28b3o$170bob5o22bo33bo2bo
$168bob2o2bo22bo3b2o31b2o2bo$171bo22b2o3bo33bo3bob2o$168bo4bo2bo17bo
39bo2bo$169bo3b2o17bo3b2o37b6o$173bo15b2o3bo48bo$171b2o16bo53b3o$170b
2o4bo10bo3b2o52bo$171bo3bobo6b2o3bo54b3o$171bo2bo3b2o4bo$174bobo5bo3b
2o60bo$181bo2bo63b2o$176b2obo62b3ob3ob3o$178bo3bo59b2obo2bo2b2o$178b2o
62bobo3bo$179bob2o61bo$243bobo2bo$179bo66bo$181b2ob2o62bo$181bo2b2o60b
obo$245b2o$178bo2bo5bo56b2o$179b2o5b4o54bob4o$181bo4b2ob2o54b2ob2o$
243b2obobo$183bo58bobo3b2o$185b4o53bo2b3o$185bobo55b3obobo$184bo2bo56b
3o$185bo$185bo$185bobo$184bo3bo$184bo$185bobob3o$189bo$189bo2bo$190bob
ob2o$192bo$191bobob2o$192bo3bo$193bo!
Still no obvious connection to the "skinny minstrels" from last February, though.
EDIT: Oh, now I _think_ I see where you're going with the question about an errant-minstrel attachment. Things are getting a little confusing (if they weren't before). The latest post by calcyman mentions "a gap in the sequence", and the old "Minstrel 11" has been moved to a "Minstrel 13" position -- apparently in an attempt to save Minstrel Math for a little longer. That would put the pi minstrel at a weight of 7, I think, since it can be added only to Minstrel 6? Seems like it could also be a weight of 6, moving the gap over by one, but I could be wrong.
A "New Minstrel 11" has been added, made up of Sir Robin + heavyweight + wandering + the new "connecting minstrel", and there's also a "Minstrel 14" = Sir Robin + lightweight + ragged + wandering + connecting. Which seems to imply that the new connecting minstrel also has a weight of 3 in Minstrel Math -- same as both heavyweight and featherweight minstrels.
-- I'm refusing to think about any of this too hard, on the grounds that it's likely to get harder and harder to fill all the gaps in the sequence. The problem only exists in the first place if we insist on continuing to number all the capital-M Minstrel variants. But we already have to exclude several different infinite classes of minstreloids to keep the number of True Minstrels finite and arithmetic-compatible.
The upper end of the "connecting minstrel" seems to connect only to a wandering minstrel (unless I'm wrong). You can replace (wandering minstrel + connecting minstrel) with an errant minstrel, but that only produces one of the known Minstrels, not anything new.