#C A period 167 (prime) glider loop.
#C This is based on glider turning reactions using four base period 26
#C oscillators whose phases are changed to period 37 due to the impacts.
#C If M is the number of contiguous period 37 gliders in the loop and N
#C is the number of contiguous period 26 gaps in the loop, then similar
#C oscillators can be built for any period of the form 37M + 26N, where
#C M > 0 and N > 0.  (Here M=1 and N=5).
#C David I. Bell, August 2004
;ru N2ac01i,2ad01i,2ae01i,2af01i,2ag01i
;ru NA2be01i,2bf01i,2bg01i
;ru NA2ce01i,2cf01i,2cg01i,2ch01i
;ru NA2dg01i,2dh01i
;ru NA2eg01i,2eh01i
;ru NA2bd01i,2bh01i
;ru NA2df01i
;ru NA2fh01i
;ru NA12abcdefgh1i
;read -inline
x = 352, y = 352
170b7o$$172bobo$172bobo$172bobo7$171b3o$173bo20$201bo$201bo$200bo5$
143bobo$145bo20$229bo$227bobo5$116bo$117bo$117bo20$257bo$255b3o5$88boo
$89bo$89bo20$285bo$283boo5$60boo$$61bo19$312bo$$311boo5$32boo$34bo19$
351bo$340bo10bo$340bo6b3obo$339boo10bo$347b3obo$o350bo$o350bo$ob3o$o
10boo$ob3o6bo$o10bo$o19$317bo$318boo5$39boo$$39bo19$290bo$$290boo5$67b
oo$66bo20$262bo$262bo$262boo5$94b3o$94bo20$234bo$234bo$235bo5$122bobo$
122bo20$206bo$206bobo5$151bo$150bo$150bo20$178bo$178b3o7$177bobo$177bo
bo$177bobo$$175b7o!
