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  1. #C This file was created by PicToRLE
  2. #C
  3. #C Subject: p6 c/2 ship
  4. #C Date: Sun, 12 Jul 92 15:01:15 +1000
  5. #C From: dbell
  6. #C 
  7. #C Well, I always thought that a p6 ship would first be found by a glide-
  8. #C symmetic c/3 ship.  But 6 has more factors than just a 3, so there are
  9. #C other ways to get a p6 ship.  For example, from a c/2 p2 ship!
  10. #C 
  11. #C The following illustrates an interesting pair of repeating tagalongs for
  12. #C c/2 p2 ships, and in addition a p6 tagalong, making this the first known p6
  13. #C ship.  The first tagalong attaches to the feet of two standard c/2 p2 ships.
  14. #C Then either that one, or another similar tagalong can be repeatedly attached
  15. #C to the back.  Here there are three copies of the first tagalong, then two
  16. #C copies of the second tagalong, then finally the p6 tagalong.
  17. #E
  18. x = 200, y = 50
  19. 6bobo$5bo2bo$4b2o$3bo$2b4o$bo4bo$bo2bo$bo2bo$2bo$3b4obo$4bo3bo$5bo$
  20. 5bobo2$4b3o$4b2o$4b3o2$5bobo$5bo$4bo3bo$3b4obo$2bo$bo2bo$bo2bo$bo4b
  21. o$2b4o$3bo$4b2o$5bo2bobo4bobo4bobo4bobo4bobo4bobo5bo4bobo5bo4bobo$
  22. 6bobo2bo2bo2bob2obo2bo2bo2bob2obo2bo2bo2bob2obobo2bo2bob2obobo2bo2b
  23. ob2obo$9bo3b2o8bo3b2o8bo3b2o7bo3b2o7bo3b2o7b2o$10bo6bo6bo6bo6bo6bo
  24. 5b3o4bo5b3o4bo$11b5obo7b5obo7b5obo7b4obo7b4obo4b2o$19b2o12b2o12b2o
  25. 11b2o11b2obo$11b5obo7b5obo7b5obo7b4obo7b4obo$10bo6bo6bo6bo6bo6bo5b
  26. 3o4bo5b3o4bo$9bo3b2o8bo3b2o8bo3b2o7bo3b2o7bo3b2o$6bobo2bo2bo2bob2o
  27. bo2bo2bo2bob2obo2bo2bo2bob2obobo2bo2bob2obobo2bo2bob2o$5bo2bobo4bo
  28. bo4bobo4bobo4bobo4bobo5bo4bobo5bo4bobo$4b2o$3bo$2b4o$bo4bo$bo2bo$b
  29. o2bo$2bo$3b4obo$4bo3bo$5bo$5bobo2$4b3o$4b2o$4b3o2$5bobo$5bo$4bo3bo$
  30. 3b4obo$2bo$bo2bo$bo2bo$bo4bo$2b4o$3bo$4b2o$5bo2bo$6bobo!
  31.