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Puzzle 1539: arbitrary counting

if you can count, is this easy?

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Author: lcurtne
Date posted: 11/23/2009 12:29:10 PM
Difficulty (1..5): 2.07 (61 votes)
Popularity: 56 (60 liked, 4 disliked)
Correct solution submitted: 400

 

Solved by 258 players

(8)_nick (8)_Ss_ (8)000gjf (8)0cache (8)
1234alberto (8)1234angela (8)18111398 (8)aaxenti (8)abenda (8)
achan8501 (8)alandvic (8)AlbertoTavares (8)amikax (8)amw1 (8)
android (8)Angrevol (8)antonbootsma (8)arjun (8)arkangelsk1 (8)
armonddorleac (8)Arthur (8)arvaxal (8)as920264 (8)atzame (8)
axorion (8)azure (8)b_beaver (8)babosae (8)BadWombat (8)
belenus (8)Belnumcree (8)benjaminRR (8)beseech (8)billy123 (8)
binarychase (8)blorx (8)bofh (8)boonker (8)bubblehead (8)
buck (8)ca00229 (8)caled (8)carrben12 (8)ceecee (8)
chadg1980 (8)chz16 (8)coryw (8)countdown_0 (8)cowans (8)
dalephilip (8)dancing (8)danielsan (8)dannythorne (8)davenger (8)
davidw527 (8)deraider (8)deufeufeu (8)Dimatman (8)dldj (8)
DonDiego2000 (8)dorian_gray (8)doublemx2 (8)dragon_blood (8)drake7890 (8)
DrMazhar (8)Drunken_Poet (8)DrWatson (8)dtl (8)duburlan (8)
ebusiness (8)edsaw (8)emptyhead (8)eversyt (8)evgeniy_pol (8)
eyTns (8)Falken (8)fartan (8)fiver (8)fizzie (8)
flyris (8)foGa (8)foxcie (8)ftww (8)galvez (8)
garfke (8)gda3 (8)gercho (8)GHOST777 (8)glickj (8)
goetz (8)goulagman (8)gromozeka (8)gspit (8)h2o2 (8)
hades (8)hilbert (8)hwang (8)hxka (8)ianr1979 (8)
iec2009030 (8)igoro (8)ihvaquestion (8)inox (8)ivodankolov (8)
jaex (8)jakej (8)jesusmuppet (8)jholm (8)jin5to (8)
jiona (8)jnpollack (8)johnno (8)jokey (8)joro73 (8)
JPDVM2014 (8)jvanh1983 (8)kakuoh (8)kalantir (8)Kargaros (8)
katy (8)keba (8)keith (8)keyon (8)kraker (8)
krmularc (8)kt643 (8)ktif (8)kuki83 (8)lcurtne (8)
leandrojf (8)lendesg (8)levantine (8)lillplutten (8)lini (8)
Ljfand (8)lou42 (8)lucjansz (8)macsscam (8)Madogcaa (8)
mahlok (8)mannjani (8)markbyers (8)markelonius (8)martinmaco (8)
martosss (8)mas_hojer (8)masterluk (8)mathu (8)mattorama12 (8)
mccawj (8)McClane07 (8)mhoff (8)migueljavatux (8)milusheva (8)
mjr_armstrong (8)moul (8)mrpingouin1 (8)mslass (8)msmanasse (8)
Naff (8)napoleon1769 (8)nathannau (8)ngn_ (8)Ngokimphu (8)
nickmcr (8)nico_p (8)nicuveo (8)nima_ (8)Nita (8)
nitinjain (8)nkildegaard (8)nolari (8)nothlng (8)Nwoaar (8)
Ohundr (8)orzuk (8)p1xm0x (8)pablo_aguilar (8)padre (8)
paturdc (8)paulo87 (8)pento (8)petaflop (8)plamenko (8)
Poulpito (8)pulver (8)qh101 (8)qinn (8)QIvan (8)
r0r0 (8)raffmackay (8)raidwas (8)rako (8)RCStef (8)
recursive (8)redtako (8)reinerbaumwoll (8)RetroVape (8)riske (8)
rklueber (8)rng_58 (8)robomaster (8)robox (8)robozziekid (8)
rucatia (8)Rudin (8)Sandro (8)sashaz (8)scathaniel (8)
scorpio (8)seiduna (8)shaggy12 (8)shalmeneser (8)skryb (8)
skunk (8)smelcc (8)smylic (8)snuke (8)snydej (8)
softa (8)spectre6 (8)ssancho (8)stavros2601 (8)sticky (8)
Striker (8)strobetm (8)sunny_rr (8)Super_Flautist (8)swiftoutlaw (8)
sztivi (8)tabascq (8)tadano (8)tallyan (8)tasuki (8)
Tefel (8)Teferi (8)tennison35 (8)thelyonking (8)thoemmel (8)
tiyo (8)tomtom (8)Trango (8)upsilon (8)Uzowa (8)
vardhan (8)verpeter (8)vince (8)vincent (8)VitalStatistic (8)
vovak2009 (8)werwolf (8)woowong (8)xelopast (8)Yashar_sb_sb (8)
Ycarmeli (8)zarni (8)zenon (8)

Number of commands in the solution is shown in brackets. Shown as ? when not available.

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