Cannibals & Missionaries>>>solve it!!

[Nash']

Cannibals & Missionaries​

Who can solve this???

Read the instructions and all who can solve it....put some screen shots or post the solution here....!!

1st download this 1MB Flash File....and TRY IT!!!

http://www.sendspace.com/file/tcnpgr​

Let's see who can solve it!!! ​

 

[Michael]

 

[Nash']

ahhh micky aiyaaa!!!




huta!! muu meka karalath iwarai neee!!!!


ithn....tell da solution ko halo!!!

 

[dasun]

ane mata nam bariyoo
michael macho tell me the solution

 

[dasun]

ha ha mamath karaa its easy
aththama kiwwoth mama kare forward karapu eka thamaa
ethakota game eka iwarai
game eka play karala dinanna widihak mama nam danne natho

 

[Mihindu_Gajaba]

wait i'll try

 

[Nash']

ahhh micky aiyaaa!!!




huta!! muu meka karalath iwarai neee!!!!


ithn....tell da solution ko halo!!!

 

[Nash']

ha ha mamath karaa its easy
aththama kiwwoth mama kare forward karapu eka thamaa
ethakota game eka iwarai
game eka play karala dinanna widihak mama nam danne natho

maru ne umba!!!

 

[Nash']

who elz can solve dis????

 

[shaaj]

MACHO.. LINK EKEN DOWNLOAD WENNE NEHENE...

 

[chamika123]

ane mata nam bariyoo
michael macho tell me the solution

 

[Nash']

MACHO.. LINK EKEN DOWNLOAD WENNE NEHENE...

oopz...ow ne ban....
poddak inna...patas gaala up karannam....

 

[Nash']

MACHO.. LINK EKEN DOWNLOAD WENNE NEHENE...

aluth link ekak damma machan......

 

[shaaj]

aluth link ekak damma machan......

MAXXA !!!

KOHOMADA KOLLAGE WEDA...

 

[Nash']

ahhh oya inne thawa wada kaarayek!!
ela ela macho!!
well dun!!!!!

 

[Michael]

ahhh oya inne thawa wada kaarayek!!
ela ela macho!!
well dun!!!!!

Y Dont You Post Your One Too Ne. Kohoma Hari Kara nE Screenshot Eka Danna

 

[shaaj]

Y Dont You Post Your One Too Ne. Kohoma Hari Kara nE Screenshot Eka Danna

UMBE EKATH DAAPAN..

 

[Michael]

UMBE EKATH DAAPAN..

Daala Thiyenne!! Balanna 1 Post Eka

 

[x-pert]

Trip 1 - 2 cannibals.
Trip 2 - 1 cannibal comes back.
Trip 3 - 2 cannibals (leaving 3 missionaries on this bank).
Trip 4 - 1 cannibal comes back.
Trip 5 - 2 missionaries - leaves one of each on this side and 2 of each on the other side.
Trip 6 - 1 cannibal and 1 missionary come back (there are now 2 of each on this side and 1 of each across).
Trip 7 - the last 2 missionaries cross, leaving 2 cannibals on this side and three missionaries and one cannibal across.
The missionaries can now walk along while the cannibal goes back to get his mates.


Thanks for sharing this Bro Nash'



This is actually a great computer programming logic (AI) example which I did for my Degree...

 

[Nash']

Trip 1 - 2 cannibals.
Trip 2 - 1 cannibal comes back.
Trip 3 - 2 cannibals (leaving 3 missionaries on this bank).
Trip 4 - 1 cannibal comes back.
Trip 5 - 2 missionaries - leaves one of each on this side and 2 of each on the other side.
Trip 6 - 1 cannibal and 1 missionary come back (there are now 2 of each on this side and 1 of each across).
Trip 7 - the last 2 missionaries cross, leaving 2 cannibals on this side and three missionaries and one cannibal across.
The missionaries can now walk along while the cannibal goes back to get his mates.

cooool!!!
micky also taught me the solution!!
and thnks for sharin the solution too bro!!!

ela!!!
well dun!!