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#N Sqrtgun 10.1
#C Population in generation t is asymptotic to  sqrt(5t/8).
#C A 3 glider salvo pushes a block 10 units southeast and sends back
#C 2 gliders, which cause another salvo to be fired and a glider to
#C be sent southwest.  The round trip time, and hence the gap between
#C southwestward gliders, increases by an average of 80 generations each
#C time.  More specifically, let  a[0]=a[2]=199  and  a[1]=-1.  Then, for
#C n>=0, a glider is sent southwest (by reflection from a buckaroo) in
#C generation  40 n^2 + 1120 n + a[n mod 3]  (at which time the population
#C is  5n + 1115)  and escapes about 270 generations later.
#O Dean Hickerson, dean.hickerson@yahoo.com (2/14/91)
x = 159, y = 162, rule = B3/S23
50b2o$49bobo$35bo12b3o$35b4o8b3o12bobo$36b4o8b3o9bo3bo$25b2o9bo2bo9bob
o2b2o4bo19bo$25bo10b4o10b2o2bo4bo19b4o$35b4o21bo17b2obo$35bo24bo3bo12b
3obobo3b2o$48b2o12bobo13b2obo5bo$48bo30b4o$80bo4$41b2o5bo$41bo5b2o$30b
obo6bobo$28bo3bo6b2o6bo$20bo7bo17bobo$19b4o4bo18bo2bo$18b2obobo4bo18bo
2bo31bo$7b2o8b3obo2bo3bo3bo7b2o38b4o$7bo10b2obobo6bobo7b2o5bo33bob2o
14b2o$19b4o17b2o5b2o25b2o3bobob3o11bo2bo$20bo20bo32bo6bob2o11bo$24b2o
5bo8bobo37b4o12bo11b2o$12b2o10bo4bobo7b2obo39bo13bo11bo$12bo17b2o65bo
2bo$99b2o$40b2o12b2o$40bo4bobo7bo$45b2o8bobo6b2o$46bo9b2o6b3o$66b2obo
5b2o$66bo2bo5bo$10b2o3b2o49b2obo$11b5o48b3o$12b3o49b2o$13bo$6b2o$6bo
19bo57b2o$26b3o51b2o2b2o2b2o$29bo50bo3bo2bobo$28b2o56b3o19bobo$86b2o
20bo3bo$95b2o3b2o10bo5b2o$93bo2bo3bobo10bo4bo$14b3o37b2o36bo7bo11bo$
54bo37bo15bo3bo$14bobo75bo15bobo$13b5o12b3o53b2o5bo2bo$4b5o3b2o3b2o10b
o3bo51bobo7b2o$3bob3obo2b2o3b2o9bo5bo50bo$4bo3bo19b2obob2o48b3o$5b3o
74bo$6bo75b2o15bobo$97bo3bo$97bo19bo$17b2o71b2o4bo19b4o$4bo12bo72bo6bo
17b2obo5b2o$4bo13b3o76bo3bo12b3obobo3bo$3bobo5bo8bo9b2o47b3o17bobo13b
2obo$2b2ob2o2bobo18bo47bo3bo33b4o$bo5bo2b2o105bo$4bo36bo35bo5bo18b2o$b
2o3b2o33b3o33b2o3b2o18bo$44bo$43b2o$30b2o$29bobo4b2o$31bo4bo8b3o$45b3o
34b2o$44bo3bo33bo$3b2o30b2obo4bo5bo33b3o$3bo32bobo5bo3bo36bo$37bo7b3o
43bo$36b2o51b2o58b2o$36b2o52b2o39b2o16bo$13bo22b2o93bo$12bobo$2o10b2ob
o8bobo$o11b2ob2o6bo2bo$12b2obo6b2o10b2o$12bobo5b2o3bo8bo8b2o$13bo8b2o
20bo$23bo2bo14b3o103bo5bo$24bobo14bo87b2o3b2o11b2o3b2o$129b2o3b2o$126b
o3b5o14b3o$6b2o117b2o4bobo15b3o$6bo118bobo22bo$131b3o$13b2o19b2o$14bo
19bo$14bobo8b2o5bobo$15b2o6bo2bo5b2o$22bo107bo$22bo106bobo$4b2o3b2o11b
o105bo3bo$4bobobobo12bo2bo102b3o$5b5o15b2o100b2o3b2o17b3o$6b3o141bo3bo
$7bo141bo5bo$149bo5bo$139bobo$61bo77b2o$59b2o79bo$60b2o$4b2o$5bo97b2o
22b2o$2b3o44b2o53b2o22bo$2bo46bo53bo21b3o$38bobo6bobo75bo$36bo3bo6b2o$
36bo115b2o3b2o$35bo103bo2bo$36bo97b2o2b2o3bo4b2o2bo5bo$30b2o4bo3bo93bo
8bo4bo$29bobo6bobo98b4o10b2ob2o$29bo125bo$28b2o43b2o$73bo$153bo$152bob
o$151bo3bo$151b5o$150b2o3b2o$28b3o120b5o$28bo123b3o$29bo123bo2$27bo45b
3o$27bobo42bo3bo$30b2o39bo5bo$16b2o12b2o40bo3bo32bobo$16bo13b2o41b3o
33b2o$27bobo5b2o36b3o34bo19b2o23b2o$27bo7bobo92bo24bo$37bo118b3o$37b2o
32b2o85bo$72bo5b2o$69b3o6bobo$69bo8bo10$84bo$84bobo$87b2o$73b2o12b2o$
73bo13b2o$84bobo5b2o$84bo7bobo$94bo$94b2o!