x = 314, y = 86, rule = B3/S23
15$35b2o82b2o82b2o82b2o$35b2o82b2o82b2o82b2o3$109b2o82b2o82b2o$109b2o
82b2o82b2o3$99b2o82b2o82b2o$99b2o82b2o82b2o3$89b2o82b2o82b2o$89b2o82b
2o82b2o3$79b2o82b2o82b2o$79b2o82b2o82b2o3$69b2o82b2o82b2o$69b2o82b2o
82b2o$60bo83bo83bo$60bo83bo83bo$60bo83bo83bo2$50bo83bo83bo$50bo83bo83b
o$50bo83bo83bo2$40bo83bo83bo$40bo83bo83bo$40bo83bo83bo2$30bo83bo83bo$
30bo83bo83bo$30bo83bo83bo!
It is fairly easy to find a forward and backward rake of an appropriate period in Jasons rake collection. Also there are standard two glider collisions that produce blinkers resp. blocks.
But there are a lot of constraints that the gliders and rake engines do not interact with each other.
Is it possible to build a script that finds a solution for this problem?
The p168 rakes are a wide platform, but not insurmountable.
As Jason said, it appears fairly straightforward.
There are eight LWSS/glider collisions that are possible for side 'injection' assembly of block or blinker.
Awaiting more data.
Mark (triller)
The most exciting phrase to hear in science, the one that heralds new
discoveries, is not "Eureka!" (I found it!) but "That's funny ..."
-- Isaac Asimov
I haven't seen anyone else asking a question like this, so there doesn't seem to be much call for such a program or script. If this is an one-off then it would be easier to produce the pattern by hand. I have constructed such a puffer and include it in a reply to the original request in the patterns forum.