ACTUAL Chakra Distribution Odds - Page 3

so if the odds are 1/4 then we sud have a team in which every person uses different combination, thus this way, every turn either one will be able to make a move

sorry, i tried to interpret your post. lol, let's talk by pm. i'd like to know you're formulas for getting either one chakra or one genjutsu.

EDIT: OK, i just understood how you understood it.

ttt ttn tnt ntt ttg tgt gtt ttb tbt btt tnn ntn nnt tgg gtg ggt bbt btb tbb tng tgn ntg gtn gnt ngt tnb tbn btn ntb nbt bnt tbg tgb gtb btg bgt gbt

nnn nng ngn gnn nnb nbn bnn ngg gng ggn bbn bnb nbb ngb nbg bng gnb ngb gnb

ggg ggb gbg bgg gbb bgb bbg

bbb

that's the list of all the possible chakra combinations (64 ways). The way you understood it is that you want to know the chances of getting at least one chakra, for example. then there are

ttt ttn tnt ntt ttg tgt gtt ttb tbt btt tnn ntn nnt tgg gtg ggt bbt btb tbb tng tgn ntg gtn gnt ngt tnb tbn btn ntb nbt bnt tbg tgb gtb btg bgt gbt

ways in which you can receive chakra with one tai in them (37 ways). so that's 37/64 = 57% (decimals dropped).

That list consists of the chances of getting exactly one chakra (27 ways):

tnn ntn nnt tgg gtg ggt bbt btb tbb tng tgn ntg gtn gnt ngt tnb tbn btn ntb nbt bnt tbg tgb gtb btg bgt gbt

exactly two chakra(9 ways):

ttn tnt ntt ttg tgt gtt ttb tbt btt

and exactly three chakra(1 chakra):

ttt

So The percentages add up to 57% (37/64)..

In this case, you get one tai or two tai or three tai but still get one tai. The total ways you receive at least one tai is:

ttt ttn tnt ntt ttg tgt gtt ttb tbt btt tnn ntn nnt tgg gtg ggt bbt btb tbb tng tgn ntg gtn gnt ngt tnb tbn btn ntb nbt bnt tbg tgb gtb btg bgt gbt

Concerning getting at least two tai:

exactly two chakra(9 ways):

ttn tnt ntt ttg tgt gtt ttb tbt btt

and exactly three chakra(1 chakra):

ttt

So the percentages add up to 15% (10/64).. where you still get two tai. So the total ways would be

ttt ttn tnt ntt ttg tgt gtt ttb tbt btt

an finally, getting three tai. it's ttt, 1/64 = 1% (decimals dropped).

sorry, i tried to interpret your post. lol, let's talk by pm. i'd like to know you're formulas for getting either one chakra or one genjutsu.

EDIT: OK, i just understood how you understood it.

ttt ttn tnt ntt ttg tgt gtt ttb tbt btt tnn ntn nnt tgg gtg ggt bbt btb tbb tng tgn ntg gtn gnt ngt tnb tbn btn ntb nbt bnt tbg tgb gtb btg bgt gbt

nnn nng ngn gnn nnb nbn bnn ngg gng ggn bbn bnb nbb ngb nbg bng gnb ngb gnb

ggg ggb gbg bgg gbb bgb bbg

bbb

that's the list of all the possible chakra combinations (64 ways). The way you understood it is that you want to know the chances of getting at least one chakra, for example. then there are

ttt ttn tnt ntt ttg tgt gtt ttb tbt btt tnn ntn nnt tgg gtg ggt bbt btb tbb tng tgn ntg gtn gnt ngt tnb tbn btn ntb nbt bnt tbg tgb gtb btg bgt gbt

ways in which you can receive chakra with one tai in them (37 ways). so that's 37/64 = 57% (decimals dropped).

That list consists of the chances of getting exactly one chakra (27 ways):

tnn ntn nnt tgg gtg ggt bbt btb tbb tng tgn ntg gtn gnt ngt tnb tbn btn ntb nbt bnt tbg tgb gtb btg bgt gbt

exactly two chakra(9 ways):

ttn tnt ntt ttg tgt gtt ttb tbt btt

and exactly three chakra(1 chakra):

ttt

So The percentages add up to 57% (37/64)..

In this case, you get one tai or two tai or three tai but still get one tai. The total ways you receive at least one tai is:

ttt ttn tnt ntt ttg tgt gtt ttb tbt btt tnn ntn nnt tgg gtg ggt bbt btb tbb tng tgn ntg gtn gnt ngt tnb tbn btn ntb nbt bnt tbg tgb gtb btg bgt gbt

Concerning getting at least two tai:

exactly two chakra(9 ways):

ttn tnt ntt ttg tgt gtt ttb tbt btt

and exactly three chakra(1 chakra):

ttt

So the percentages add up to 15% (10/64).. where you still get two tai. So the total ways would be

ttt ttn tnt ntt ttg tgt gtt ttb tbt btt

an finally, getting three tai. it's ttt, 1/64 = 1% (decimals dropped).