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Puzzle 2023: flower

(x(x_(x_x(O_O)x_x)_x)x)

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Author: mike239x
Date posted: 5/22/2010 6:30:26 AM
Difficulty (1..5): 2.00 (32 votes)
Popularity: 19 (24 liked, 5 disliked)
Correct solution submitted: 156

 

Solved by 117 players

_nick (5)000gjf (5)18111398 (5)alfone (5)amikax (5)
amw1 (5)antonbootsma (5)azure (5)caro (5)cowans (5)
Dorian_Gray (5)edsaw (5)foligatto (5)garfke (5)gercho (5)
goetz (5)hades (5)hero (5)jaex (5)johnno (5)
kakuoh (5)keba (5)keith (5)keyon (5)kraker (5)
kroymander (5)leandrojf (5)lendesg (5)mahlok (5)martosss (5)
mas_hojer (5)mhoff (5)micha314 (5)milusheva (5)p1xm0x (5)
padre (5)pasta (5)pento (5)polyvjk (5)pulver (5)
rako (5)robozziekid (5)rois (5)rygarb (5)samoabob (5)
sarasouju (5)scorpio (5)shaggy12 (5)smylic (5)terp (5)
tretoria (5)viha (5)vincent (5)xavierdarmon (5)xavierdarmon2 (5)
yotem (5)avarga (6)bizkit (6)brubru (6)bunch (6)
dougheim (6)drwatson (6)ebusiness (6)eversyt (6)goulagman (6)
krmularc (6)paulo87 (6)petaflop (6)snydej (6)softa (6)
vic239tory (6)arkangelsk1 (7)atzame (7)axorion (7)babosae (7)
belenus (7)benjaminRR (7)beseech (7)bofh (7)carrben12 (7)
dancing (7)dannythorne (7)daoudaou (7)davenger (7)efilipponi (7)
elhadji (7)gcbeto (7)glikker (7)h2o2 (7)heliogabilus (7)
hilbert (7)ivodankolov (7)jholm (7)jokey (7)markbyers (7)
masterluk (7)mccawj (7)mike239x (7)msmanasse (7)ngn_ (7)
nicuveo (7)parryj (7)qinn (7)qspatrik (7)r0r0 (7)
RCStef (7)robomaster (7)skryb (7)slayer (7)sticky (7)
tabascq (7)tiyo (7)tomtom (7)vanppv (7)Wido (7)
yannick_ruault (7)yannickruault (7)

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

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