forked from Wuzzy/realtest_mt5
1632 lines
18 KiB
Lua
1632 lines
18 KiB
Lua
trees.gen_lists={}
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|
trees.gen_lists.ash={
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|
{0,2,0},
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|
{-1,2,0},
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|
{1,2,0},
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|
{0,2,-1},
|
|
{0,2,1},
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|
----------
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|
{-1,1,-1},
|
|
{0,1,-1},
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|
{1,1,-1},
|
|
{-1,1,0},
|
|
{0,1,0},
|
|
{1,1,0},
|
|
{-1,1,1},
|
|
{0,1,1},
|
|
{1,1,1},
|
|
{-2,1,0},
|
|
{2,1,0},
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|
{0,1,-2},
|
|
{0,1,2},
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|
----------
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|
{-1,0,-2},
|
|
{0,0,-2},
|
|
{1,0,-2},
|
|
{-2,0,-1},
|
|
{-1,0,-1},
|
|
{0,0,-1},
|
|
{1,0,-1},
|
|
{2,0,-1},
|
|
{-2,0,0},
|
|
{-1,0,0},
|
|
{0,0,0},
|
|
{1,0,0},
|
|
{2,0,0},
|
|
{-2,0,1},
|
|
{-1,0,1},
|
|
{0,0,1},
|
|
{1,0,1},
|
|
{2,0,1},
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|
{-1,0,2},
|
|
{0,0,2},
|
|
{1,0,2},
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|
----------
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|
{-1,-1,-2},
|
|
{0,-1,-2},
|
|
{1,-1,-2},
|
|
{-2,-1,-1},
|
|
{-1,-1,-1},
|
|
{0,-1,-1},
|
|
{1,-1,-1},
|
|
{2,-1,-1},
|
|
{-2,-1,0},
|
|
{-1,-1,0},
|
|
{0,-1,0},
|
|
{1,-1,0},
|
|
{2,-1,0},
|
|
{-2,-1,1},
|
|
{-1,-1,1},
|
|
{0,-1,1},
|
|
{1,-1,1},
|
|
{2,-1,1},
|
|
{-1,-1,2},
|
|
{0,-1,2},
|
|
{1,-1,2},
|
|
{3,-1,0},
|
|
{-3,-1,0},
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|
{0,-1,3},
|
|
{0,-1,-3},
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|
----------
|
|
{-2,-2,-2},
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|
{-1,-2,-2},
|
|
{0,-2,-2},
|
|
{1,-2,-2},
|
|
{2,-2,-2},
|
|
{-2,-2,-1},
|
|
{-1,-2,-1},
|
|
{0,-2,-1},
|
|
{1,-2,-1},
|
|
{2,-2,-1},
|
|
{-2,-2,0},
|
|
{-1,-2,0},
|
|
{0,-2,0},
|
|
{1,-2,0},
|
|
{2,-2,0},
|
|
{-2,-2,1},
|
|
{-1,-2,1},
|
|
{0,-2,1},
|
|
{1,-2,1},
|
|
{2,-2,1},
|
|
{-2,-2,2},
|
|
{-1,-2,2},
|
|
{0,-2,2},
|
|
{1,-2,2},
|
|
{2,-2,2},
|
|
{3,-2,0},
|
|
{-3,-2,0},
|
|
{0,-2,3},
|
|
{0,-2,-3},
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|
----------
|
|
{-1,-3,-1},
|
|
{0,-3,-1},
|
|
{1,-3,-1},
|
|
{-1,-3,0},
|
|
{0,-3,0},
|
|
{1,-3,0},
|
|
{-1,-3,1},
|
|
{0,-3,1},
|
|
{1,-3,1},
|
|
{-2,-3,0},
|
|
{2,-3,0},
|
|
{0,-3,-2},
|
|
{0,-3,2},
|
|
}
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|
|
|
trees.gen_lists.maple={
|
|
{0,1,0},
|
|
{-1,1,0},
|
|
{1,1,0},
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|
{0,1,-1},
|
|
{0,1,1},
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|
-----------
|
|
{-1,0,0},
|
|
{1,0,0},
|
|
{0,0,-1},
|
|
{0,0,1},
|
|
{-1,0,-1},
|
|
{1,0,-1},
|
|
{-1,0,1},
|
|
{1,0,1},
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|
-----------
|
|
{-1,-1,0},
|
|
{1,-1,0},
|
|
{0,-1,-1},
|
|
{0,-1,1},
|
|
{-1,-1,-1},
|
|
{1,-1,-1},
|
|
{-1,-1,1},
|
|
{1,-1,1},
|
|
{-2,-1,-1},
|
|
{-2,-1,0},
|
|
{-2,-1,1},
|
|
{2,-1,-1},
|
|
{2,-1,0},
|
|
{2,-1,1},
|
|
{1,-1,-2},
|
|
{0,-1,-2},
|
|
{-1,-1,-2},
|
|
{1,-1,2},
|
|
{0,-1,2},
|
|
{-1,-1,2},
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|
-----------
|
|
{-1,-2,0},
|
|
{1,-2,0},
|
|
{0,-2,-1},
|
|
{0,-2,1},
|
|
{-1,-2,-1},
|
|
{1,-2,-1},
|
|
{-1,-2,1},
|
|
{1,-2,1},
|
|
{-2,-2,-1},
|
|
{-2,-2,0},
|
|
{-2,-2,1},
|
|
{2,-2,-1},
|
|
{2,-2,0},
|
|
{2,-2,1},
|
|
{-1,-2,-2},
|
|
{0,-2,-2},
|
|
{1,-2,-2},
|
|
{-1,-2,2},
|
|
{0,-2,2},
|
|
{1,-2,2},
|
|
{-2,-2,2},
|
|
{-2,-2,-2},
|
|
{2,-2,2},
|
|
{2,-2,-2},
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|
-----------
|
|
{-1,-3,1},
|
|
{-1,-3,0},
|
|
{-1,-3,-1},
|
|
{1,-3,1},
|
|
{1,-3,0},
|
|
{1,-3,-1},
|
|
{0,-3,1},
|
|
{0,-3,-1},
|
|
{-2,-3,0},
|
|
{2,-3,0},
|
|
{0,-3,2},
|
|
{0,-3,-2},
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|
-----------
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|
{0,-4,-1},
|
|
{0,-4,1},
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|
{-1,-4,0},
|
|
{1,-4,0},
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|
}
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|
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|
trees.gen_lists.birch={
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|
{1,1,0},
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|
{0,1,1},
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|
{-1,1,0},
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{0,1,-1},
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|
{0,1,0},
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|
----------
|
|
{-1,0,-1},
|
|
{0,0,-1},
|
|
{1,0,-1},
|
|
{-1,0,0},
|
|
{0,0,0},
|
|
{1,0,0},
|
|
{-1,0,1},
|
|
{0,0,1},
|
|
{1,0,1},
|
|
----------
|
|
{-1,-1,-1},
|
|
{0,-1,-1},
|
|
{1,-1,-1},
|
|
{-1,-1,0},
|
|
{0,-1,0},
|
|
{1,-1,0},
|
|
{-1,-1,1},
|
|
{0,-1,1},
|
|
{1,-1,1},
|
|
{-2,-1,-1},
|
|
{-2,-1,0},
|
|
{-2,-1,1},
|
|
{2,-1,-1},
|
|
{2,-1,0},
|
|
{2,-1,1},
|
|
{-1,-1,-2},
|
|
{0,-1,-2},
|
|
{1,-1,-2},
|
|
{-1,-1,2},
|
|
{0,-1,2},
|
|
{1,-1,2},
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|
-----------
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|
{-1,-2,-1},
|
|
{0,-2,-1},
|
|
{1,-2,-1},
|
|
{-1,-2,0},
|
|
{0,-2,0},
|
|
{1,-2,0},
|
|
{-1,-2,1},
|
|
{0,-2,1},
|
|
{1,-2,1},
|
|
{-2,-2,-1},
|
|
{-2,-2,0},
|
|
{-2,-2,1},
|
|
{2,-2,-1},
|
|
{2,-2,0},
|
|
{2,-2,1},
|
|
{-1,-2,-2},
|
|
{0,-2,-2},
|
|
{1,-2,-2},
|
|
{-1,-2,2},
|
|
{0,-2,2},
|
|
{1,-2,2},
|
|
-----------
|
|
{-1,-3,-1},
|
|
{0,-3,-1},
|
|
{1,-3,-1},
|
|
{-1,-3,0},
|
|
{0,-3,0},
|
|
{1,-3,0},
|
|
{-1,-3,1},
|
|
{0,-3,1},
|
|
{1,-3,1},
|
|
{-2,-3,-1},
|
|
{-2,-3,0},
|
|
{-2,-3,1},
|
|
{2,-3,-1},
|
|
{2,-3,0},
|
|
{2,-3,1},
|
|
{-1,-3,-2},
|
|
{0,-3,-2},
|
|
{1,-3,-2},
|
|
{-1,-3,2},
|
|
{0,-3,2},
|
|
{1,-3,2},
|
|
-----------
|
|
{-2,-4,-2},
|
|
{-1,-4,-2},
|
|
{0,-4,-2},
|
|
{1,-4,-2},
|
|
{2,-4,-2},
|
|
{-2,-4,-1},
|
|
{-1,-4,-1},
|
|
{0,-4,-1},
|
|
{1,-4,-1},
|
|
{2,-4,-1},
|
|
{-2,-4,0},
|
|
{-1,-4,0},
|
|
{0,-4,0},
|
|
{1,-4,0},
|
|
{2,-4,0},
|
|
{-2,-4,1},
|
|
{-1,-4,1},
|
|
{0,-4,1},
|
|
{1,-4,1},
|
|
{2,-4,1},
|
|
{-2,-4,2},
|
|
{-1,-4,2},
|
|
{0,-4,2},
|
|
{1,-4,2},
|
|
{2,-4,2},
|
|
{-3,-4,0},
|
|
{3,-4,0},
|
|
{0,-4,-3},
|
|
{0,-4,3},
|
|
------------
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|
{-2,-5,-2},
|
|
{-1,-5,-2},
|
|
{0,-5,-2},
|
|
{1,-5,-2},
|
|
{2,-5,-2},
|
|
{-2,-5,-1},
|
|
{-1,-5,-1},
|
|
{0,-5,-1},
|
|
{1,-5,-1},
|
|
{2,-5,-1},
|
|
{-2,-5,0},
|
|
{-1,-5,0},
|
|
{0,-5,0},
|
|
{1,-5,0},
|
|
{2,-5,0},
|
|
{-2,-5,1},
|
|
{-1,-5,1},
|
|
{0,-5,1},
|
|
{1,-5,1},
|
|
{2,-5,1},
|
|
{-2,-5,2},
|
|
{-1,-5,2},
|
|
{0,-5,2},
|
|
{1,-5,2},
|
|
{2,-5,2},
|
|
{-3,-5,-1},
|
|
{-3,-5,0},
|
|
{-3,-5,1},
|
|
{3,-5,-1},
|
|
{3,-5,0},
|
|
{3,-5,1},
|
|
{-1,-5,-3},
|
|
{0,-5,-3},
|
|
{1,-5,-3},
|
|
{-1,-5,3},
|
|
{0,-5,3},
|
|
{1,-5,3},
|
|
-------------
|
|
{-2,-6,-2},
|
|
{-1,-6,-2},
|
|
{0,-6,-2},
|
|
{1,-6,-2},
|
|
{2,-6,-2},
|
|
{-2,-6,-1},
|
|
{-1,-6,-1},
|
|
{0,-6,-1},
|
|
{1,-6,-1},
|
|
{2,-6,-1},
|
|
{-2,-6,0},
|
|
{-1,-6,0},
|
|
{0,-6,0},
|
|
{1,-6,0},
|
|
{2,-6,0},
|
|
{-2,-6,1},
|
|
{-1,-6,1},
|
|
{0,-6,1},
|
|
{1,-6,1},
|
|
{2,-6,1},
|
|
{-2,-6,2},
|
|
{-1,-6,2},
|
|
{0,-6,2},
|
|
{1,-6,2},
|
|
{2,-6,2},
|
|
{-3,-6,-1},
|
|
{-3,-6,0},
|
|
{-3,-6,1},
|
|
{3,-6,-1},
|
|
{3,-6,0},
|
|
{3,-6,1},
|
|
{-1,-6,-3},
|
|
{0,-6,-3},
|
|
{1,-6,-3},
|
|
{-1,-6,3},
|
|
{0,-6,3},
|
|
{1,-6,3},
|
|
-------------
|
|
{-2,-7,-2},
|
|
{-1,-7,-2},
|
|
{0,-7,-2},
|
|
{1,-7,-2},
|
|
{2,-7,-2},
|
|
{-2,-7,-1},
|
|
{-1,-7,-1},
|
|
{0,-7,-1},
|
|
{1,-7,-1},
|
|
{2,-7,-1},
|
|
{-2,-7,0},
|
|
{-1,-7,0},
|
|
{0,-7,0},
|
|
{1,-7,0},
|
|
{2,-7,0},
|
|
{-2,-7,1},
|
|
{-1,-7,1},
|
|
{0,-7,1},
|
|
{1,-7,1},
|
|
{2,-7,1},
|
|
{-2,-7,2},
|
|
{-1,-7,2},
|
|
{0,-7,2},
|
|
{1,-7,2},
|
|
{2,-7,2},
|
|
{-3,-7,-1},
|
|
{-3,-7,0},
|
|
{-3,-7,1},
|
|
{3,-7,-1},
|
|
{3,-7,0},
|
|
{3,-7,1},
|
|
{-1,-7,-3},
|
|
{0,-7,-3},
|
|
{1,-7,-3},
|
|
{-1,-7,3},
|
|
{0,-7,3},
|
|
{1,-7,3},
|
|
----------
|
|
{-1,-8,-1},
|
|
{0,-8,-1},
|
|
{1,-8,-1},
|
|
{-1,-8,0},
|
|
{0,-8,0},
|
|
{1,-8,0},
|
|
{-1,-8,1},
|
|
{0,-8,1},
|
|
{1,-8,1},
|
|
{-2,-8,-1},
|
|
{-2,-8,0},
|
|
{-2,-8,1},
|
|
{2,-8,-1},
|
|
{2,-8,0},
|
|
{2,-8,1},
|
|
{-1,-8,-2},
|
|
{0,-8,-2},
|
|
{1,-8,-2},
|
|
{-1,-8,2},
|
|
{0,-8,2},
|
|
{1,-8,2},
|
|
-------------
|
|
{-1,-9,-1},
|
|
{0,-9,-1},
|
|
{1,-9,-1},
|
|
{-1,-9,0},
|
|
{0,-9,0},
|
|
{1,-9,0},
|
|
{-1,-9,1},
|
|
{0,-9,1},
|
|
{1,-9,1},
|
|
}
|
|
|
|
trees.gen_lists.aspen={
|
|
{-1,1,0},
|
|
{1,1,0},
|
|
{0,1,-1},
|
|
{0,1,1},
|
|
{0,1,0},
|
|
-----------
|
|
{-1,0,-1},
|
|
{0,0,-1},
|
|
{1,0,-1},
|
|
{-1,0,0},
|
|
{0,0,0},
|
|
{1,0,0},
|
|
{-1,0,1},
|
|
{0,0,1},
|
|
{1,0,1},
|
|
{-2,0,-1},
|
|
{-2,0,0},
|
|
{-2,0,1},
|
|
{2,0,-1},
|
|
{2,0,0},
|
|
{2,0,1},
|
|
{-1,0,-2},
|
|
{0,0,-2},
|
|
{1,0,-2},
|
|
{-1,0,2},
|
|
{0,0,2},
|
|
{1,0,2},
|
|
----------
|
|
{-2,-1,-2},
|
|
{-1,-1,-2},
|
|
{0,-1,-2},
|
|
{1,-1,-2},
|
|
{2,-1,-2},
|
|
{-2,-1,-1},
|
|
{-1,-1,-1},
|
|
{0,-1,-1},
|
|
{1,-1,-1},
|
|
{2,-1,-1},
|
|
{-2,-1,0},
|
|
{-1,-1,0},
|
|
{0,-1,0},
|
|
{1,-1,0},
|
|
{2,-1,0},
|
|
{-2,-1,1},
|
|
{-1,-1,1},
|
|
{0,-1,1},
|
|
{1,-1,1},
|
|
{2,-1,1},
|
|
{-2,-1,2},
|
|
{-1,-1,2},
|
|
{0,-1,2},
|
|
{1,-1,2},
|
|
{2,-1,2},
|
|
{-3,-1,0},
|
|
{3,-1,0},
|
|
{0,-1,-3},
|
|
{0,-1,3},
|
|
-----------
|
|
{-2,-2,-2},
|
|
{-1,-2,-2},
|
|
{0,-2,-2},
|
|
{1,-2,-2},
|
|
{2,-2,-2},
|
|
{-2,-2,-1},
|
|
{-1,-2,-1},
|
|
{0,-2,-1},
|
|
{1,-2,-1},
|
|
{2,-2,-1},
|
|
{-2,-2,0},
|
|
{-1,-2,0},
|
|
{0,-2,0},
|
|
{1,-2,0},
|
|
{2,-2,0},
|
|
{-2,-2,1},
|
|
{-1,-2,1},
|
|
{0,-2,1},
|
|
{1,-2,1},
|
|
{2,-2,1},
|
|
{-2,-2,2},
|
|
{-1,-2,2},
|
|
{0,-2,2},
|
|
{1,-2,2},
|
|
{2,-2,2},
|
|
{-3,-2,-1},
|
|
{-3,-2,0},
|
|
{-3,-2,1},
|
|
{3,-2,-1},
|
|
{3,-2,0},
|
|
{3,-2,1},
|
|
{-1,-2,-3},
|
|
{0,-2,-3},
|
|
{1,-2,-3},
|
|
{-1,-2,3},
|
|
{0,-2,3},
|
|
{1,-2,3},
|
|
-----------
|
|
{-1,-3,-1},
|
|
{0,-3,-1},
|
|
{1,-3,-1},
|
|
{-1,-3,0},
|
|
{0,-3,0},
|
|
{1,-3,0},
|
|
{-1,-3,1},
|
|
{0,-3,1},
|
|
{1,-3,1},
|
|
{-2,-3,-1},
|
|
{-2,-3,0},
|
|
{-2,-3,1},
|
|
{2,-3,-1},
|
|
{2,-3,0},
|
|
{2,-3,1},
|
|
{-1,-3,-2},
|
|
{0,-3,-2},
|
|
{1,-3,-2},
|
|
{-1,-3,2},
|
|
{0,-3,2},
|
|
{1,-3,2},
|
|
-----------
|
|
{-1,-4,-1},
|
|
{-1,-4,0},
|
|
{-1,-4,1},
|
|
{0,-4,-1},
|
|
{0,-4,0},
|
|
{0,-4,1},
|
|
{1,-4,-1},
|
|
{1,-4,0},
|
|
{1,-4,1},
|
|
{-2,-4,0},
|
|
{2,-4,0},
|
|
{0,-4,-2},
|
|
{0,-4,2},
|
|
-----------
|
|
{-1,-5,-1},
|
|
{-1,-5,0},
|
|
{-1,-5,1},
|
|
{0,-5,-1},
|
|
{0,-5,0},
|
|
{0,-5,1},
|
|
{1,-5,-1},
|
|
{1,-5,0},
|
|
{1,-5,1},
|
|
----------
|
|
{-1,-6,0},
|
|
{1,-6,0},
|
|
{0,-6,-1},
|
|
{0,-6,1},
|
|
}
|
|
|
|
trees.gen_lists.chestnut={
|
|
{0,1,0},
|
|
{-1,1,0},
|
|
{1,1,0},
|
|
{0,1,-1},
|
|
{0,1,1},
|
|
-----------
|
|
{-1,0,-1},
|
|
{0,0,-1},
|
|
{1,0,-1},
|
|
{-1,0,0},
|
|
{0,0,0},
|
|
{1,0,0},
|
|
{-1,0,1},
|
|
{0,0,1},
|
|
{1,0,1},
|
|
{-2,0,0},
|
|
{2,0,0},
|
|
{0,0,-2},
|
|
{0,0,2},
|
|
-----------
|
|
{-2,-1,-2},
|
|
{-1,-1,-2},
|
|
{0,-1,-2},
|
|
{1,-1,-2},
|
|
{2,-1,-2},
|
|
{-2,-1,-1},
|
|
{-1,-1,-1},
|
|
{0,-1,-1},
|
|
{1,-1,-1},
|
|
{2,-1,-1},
|
|
{-2,-1,0},
|
|
{-1,-1,0},
|
|
{0,-1,0},
|
|
{1,-1,0},
|
|
{2,-1,0},
|
|
{-2,-1,1},
|
|
{-1,-1,1},
|
|
{0,-1,1},
|
|
{1,-1,1},
|
|
{2,-1,1},
|
|
{-2,-1,2},
|
|
{-1,-1,2},
|
|
{0,-1,2},
|
|
{1,-1,2},
|
|
{2,-1,2},
|
|
{-1,-1,-3},
|
|
{0,-1,-3},
|
|
{1,-1,-3},
|
|
{-1,-1,3},
|
|
{0,-1,3},
|
|
{1,-1,3},
|
|
{-3,-1,-1},
|
|
{-3,-1,0},
|
|
{-3,-1,1},
|
|
{3,-1,-1},
|
|
{3,-1,0},
|
|
{3,-1,1},
|
|
-----------
|
|
{-2,-2,-2},
|
|
{-1,-2,-2},
|
|
{0,-2,-2},
|
|
{1,-2,-2},
|
|
{2,-2,-2},
|
|
{-2,-2,-1},
|
|
{-1,-2,-1},
|
|
{0,-2,-1},
|
|
{1,-2,-1},
|
|
{2,-2,-1},
|
|
{-2,-2,0},
|
|
{-1,-2,0},
|
|
{0,-2,0},
|
|
{1,-2,0},
|
|
{2,-2,0},
|
|
{-2,-2,1},
|
|
{-1,-2,1},
|
|
{0,-2,1},
|
|
{1,-2,1},
|
|
{2,-2,1},
|
|
{-2,-2,2},
|
|
{-1,-2,2},
|
|
{0,-2,2},
|
|
{1,-2,2},
|
|
{2,-2,2},
|
|
{-2,-2,-3},
|
|
{-1,-2,-3},
|
|
{0,-2,-3},
|
|
{1,-2,-3},
|
|
{2,-2,-3},
|
|
{-2,-2,3},
|
|
{-1,-2,3},
|
|
{0,-2,3},
|
|
{1,-2,3},
|
|
{2,-2,3},
|
|
{-3,-2,-2},
|
|
{-3,-2,-1},
|
|
{-3,-2,0},
|
|
{-3,-2,1},
|
|
{-3,-2,2},
|
|
{3,-2,-2},
|
|
{3,-2,-1},
|
|
{3,-2,0},
|
|
{3,-2,1},
|
|
{3,-2,2},
|
|
{-1,-2,-4},
|
|
{0,-2,-4},
|
|
{1,-2,-4},
|
|
{-1,-2,4},
|
|
{0,-2,4},
|
|
{1,-2,4},
|
|
{-4,-2,-1},
|
|
{-4,-2,0},
|
|
{-4,-2,1},
|
|
{4,-2,-1},
|
|
{4,-2,0},
|
|
{4,-2,1},
|
|
{-5,-2,0},
|
|
{5,-2,0},
|
|
{0,-2,-5},
|
|
{0,-2,5},
|
|
-----------
|
|
{-3,-3,-4},
|
|
{-2,-3,-4},
|
|
{-1,-3,-4},
|
|
{0,-3,-4},
|
|
{1,-3,-4},
|
|
{2,-3,-4},
|
|
{3,-3,-4},
|
|
{-4,-3,-3},
|
|
{-3,-3,-3},
|
|
{-2,-3,-3},
|
|
{-1,-3,-3},
|
|
{0,-3,-3},
|
|
{1,-3,-3},
|
|
{2,-3,-3},
|
|
{3,-3,-3},
|
|
{4,-3,-3},
|
|
{-4,-3,-2},
|
|
{-3,-3,-2},
|
|
{-2,-3,-2},
|
|
{-1,-3,-2},
|
|
{0,-3,-2},
|
|
{1,-3,-2},
|
|
{2,-3,-2},
|
|
{3,-3,-2},
|
|
{4,-3,-2},
|
|
{-4,-3,-1},
|
|
{-3,-3,-1},
|
|
{-2,-3,-1},
|
|
{-1,-3,-1},
|
|
{0,-3,-1},
|
|
{1,-3,-1},
|
|
{2,-3,-1},
|
|
{3,-3,-1},
|
|
{4,-3,-1},
|
|
{-4,-3,0},
|
|
{-3,-3,0},
|
|
{-2,-3,0},
|
|
{-1,-3,0},
|
|
{0,-3,0},
|
|
{1,-3,0},
|
|
{2,-3,0},
|
|
{3,-3,0},
|
|
{4,-3,0},
|
|
{-4,-3,1},
|
|
{-3,-3,1},
|
|
{-2,-3,1},
|
|
{-1,-3,1},
|
|
{0,-3,1},
|
|
{1,-3,1},
|
|
{2,-3,1},
|
|
{3,-3,1},
|
|
{4,-3,1},
|
|
{-4,-3,2},
|
|
{-3,-3,2},
|
|
{-2,-3,2},
|
|
{-1,-3,2},
|
|
{0,-3,2},
|
|
{1,-3,2},
|
|
{2,-3,2},
|
|
{3,-3,2},
|
|
{4,-3,2},
|
|
{-4,-3,3},
|
|
{-3,-3,3},
|
|
{-2,-3,3},
|
|
{-1,-3,3},
|
|
{0,-3,3},
|
|
{1,-3,3},
|
|
{2,-3,3},
|
|
{3,-3,3},
|
|
{4,-3,3},
|
|
{-3,-3,4},
|
|
{-2,-3,4},
|
|
{-1,-3,4},
|
|
{0,-3,4},
|
|
{1,-3,4},
|
|
{2,-3,4},
|
|
{3,-3,4},
|
|
{-2,-3,-5},
|
|
{-1,-3,-5},
|
|
{0,-3,-5},
|
|
{1,-3,-5},
|
|
{2,-3,-5},
|
|
{-2,-3,5},
|
|
{-1,-3,5},
|
|
{0,-3,5},
|
|
{1,-3,5},
|
|
{2,-3,5},
|
|
{-5,-3,-2},
|
|
{-5,-3,-1},
|
|
{-5,-3,0},
|
|
{-5,-3,1},
|
|
{-5,-3,2},
|
|
{5,-3,-2},
|
|
{5,-3,-1},
|
|
{5,-3,0},
|
|
{5,-3,1},
|
|
{5,-3,2},
|
|
{-6,-3,0},
|
|
{6,-3,0},
|
|
{0,-3,-6},
|
|
{0,-3,6},
|
|
----------
|
|
{-1,-4,-6},
|
|
{0,-4,-6},
|
|
{1,-4,-6},
|
|
|
|
{-3,-4,-5},
|
|
{-2,-4,-5},
|
|
{-1,-4,-5},
|
|
{0,-4,-5},
|
|
{1,-4,-5},
|
|
{2,-4,-5},
|
|
{3,-4,-5},
|
|
|
|
{-4,-4,-4},
|
|
{-3,-4,-4},
|
|
{-2,-4,-4},
|
|
{-1,-4,-4},
|
|
{0,-4,-4},
|
|
{1,-4,-4},
|
|
{2,-4,-4},
|
|
{3,-4,-4},
|
|
{4,-4,-4},
|
|
|
|
{-5,-4,-3},
|
|
{-4,-4,-3},
|
|
{-3,-4,-3},
|
|
{-2,-4,-3},
|
|
{-1,-4,-3},
|
|
{0,-4,-3},
|
|
{1,-4,-3},
|
|
{2,-4,-3},
|
|
{3,-4,-3},
|
|
{4,-4,-3},
|
|
{5,-4,-3},
|
|
|
|
{-5,-4,-2},
|
|
{-4,-4,-2},
|
|
{-3,-4,-2},
|
|
{-2,-4,-2},
|
|
{-1,-4,-2},
|
|
{0,-4,-2},
|
|
{1,-4,-2},
|
|
{2,-4,-2},
|
|
{3,-4,-2},
|
|
{4,-4,-2},
|
|
{5,-4,-2},
|
|
|
|
{-6,-4,-1},
|
|
{-5,-4,-1},
|
|
{-4,-4,-1},
|
|
{-3,-4,-1},
|
|
{-2,-4,-1},
|
|
{-1,-4,-1},
|
|
{0,-4,-1},
|
|
{1,-4,-1},
|
|
{2,-4,-1},
|
|
{3,-4,-1},
|
|
{4,-4,-1},
|
|
{5,-4,-1},
|
|
{6,-4,-1},
|
|
|
|
{-6,-4,0},
|
|
{-5,-4,0},
|
|
{-4,-4,0},
|
|
{-3,-4,0},
|
|
{-2,-4,0},
|
|
{-1,-4,0},
|
|
{0,-4,0},
|
|
{1,-4,0},
|
|
{2,-4,0},
|
|
{3,-4,0},
|
|
{4,-4,0},
|
|
{5,-4,0},
|
|
{6,-4,0},
|
|
|
|
{-6,-4,1},
|
|
{-5,-4,1},
|
|
{-4,-4,1},
|
|
{-3,-4,1},
|
|
{-2,-4,1},
|
|
{-1,-4,1},
|
|
{0,-4,1},
|
|
{1,-4,1},
|
|
{2,-4,1},
|
|
{3,-4,1},
|
|
{4,-4,1},
|
|
{5,-4,1},
|
|
{6,-4,1},
|
|
|
|
{-5,-4,2},
|
|
{-4,-4,2},
|
|
{-3,-4,2},
|
|
{-2,-4,2},
|
|
{-1,-4,2},
|
|
{0,-4,2},
|
|
{1,-4,2},
|
|
{2,-4,2},
|
|
{3,-4,2},
|
|
{4,-4,2},
|
|
{5,-4,2},
|
|
|
|
{-5,-4,3},
|
|
{-4,-4,3},
|
|
{-3,-4,3},
|
|
{-2,-4,3},
|
|
{-1,-4,3},
|
|
{0,-4,3},
|
|
{1,-4,3},
|
|
{2,-4,3},
|
|
{3,-4,3},
|
|
{4,-4,3},
|
|
{5,-4,3},
|
|
|
|
{-4,-4,4},
|
|
{-3,-4,4},
|
|
{-2,-4,4},
|
|
{-1,-4,4},
|
|
{0,-4,4},
|
|
{1,-4,4},
|
|
{2,-4,4},
|
|
{3,-4,4},
|
|
{4,-4,4},
|
|
|
|
{-3,-4,5},
|
|
{-2,-4,5},
|
|
{-1,-4,5},
|
|
{0,-4,5},
|
|
{1,-4,5},
|
|
{2,-4,5},
|
|
{3,-4,5},
|
|
|
|
{-1,-4,6},
|
|
{0,-4,6},
|
|
{1,-4,6},
|
|
----------
|
|
{-1,-5,-6},
|
|
{0,-5,-6},
|
|
{1,-5,-6},
|
|
|
|
{-3,-5,-5},
|
|
{-2,-5,-5},
|
|
{-1,-5,-5},
|
|
{0,-5,-5},
|
|
{1,-5,-5},
|
|
{2,-5,-5},
|
|
{3,-5,-5},
|
|
|
|
{-4,-5,-4},
|
|
{-3,-5,-4},
|
|
{-2,-5,-4},
|
|
{-1,-5,-4},
|
|
{0,-5,-4},
|
|
{1,-5,-4},
|
|
{2,-5,-4},
|
|
{3,-5,-4},
|
|
{4,-5,-4},
|
|
|
|
{-5,-5,-3},
|
|
{-4,-5,-3},
|
|
{-3,-5,-3},
|
|
{-2,-5,-3},
|
|
{-1,-5,-3},
|
|
{0,-5,-3},
|
|
{1,-5,-3},
|
|
{2,-5,-3},
|
|
{3,-5,-3},
|
|
{4,-5,-3},
|
|
{5,-5,-3},
|
|
|
|
{-5,-5,-2},
|
|
{-4,-5,-2},
|
|
{-3,-5,-2},
|
|
{-2,-5,-2},
|
|
{-1,-5,-2},
|
|
{0,-5,-2},
|
|
{1,-5,-2},
|
|
{2,-5,-2},
|
|
{3,-5,-2},
|
|
{4,-5,-2},
|
|
{5,-5,-2},
|
|
|
|
{-6,-5,-1},
|
|
{-5,-5,-1},
|
|
{-4,-5,-1},
|
|
{-3,-5,-1},
|
|
{-2,-5,-1},
|
|
{-1,-5,-1},
|
|
{0,-5,-1},
|
|
{1,-5,-1},
|
|
{2,-5,-1},
|
|
{3,-5,-1},
|
|
{4,-5,-1},
|
|
{5,-5,-1},
|
|
{6,-5,-1},
|
|
|
|
{-6,-5,0},
|
|
{-5,-5,0},
|
|
{-4,-5,0},
|
|
{-3,-5,0},
|
|
{-2,-5,0},
|
|
{-1,-5,0},
|
|
{0,-5,0},
|
|
{1,-5,0},
|
|
{2,-5,0},
|
|
{3,-5,0},
|
|
{4,-5,0},
|
|
{5,-5,0},
|
|
{6,-5,0},
|
|
|
|
{-6,-5,1},
|
|
{-5,-5,1},
|
|
{-4,-5,1},
|
|
{-3,-5,1},
|
|
{-2,-5,1},
|
|
{-1,-5,1},
|
|
{0,-5,1},
|
|
{1,-5,1},
|
|
{2,-5,1},
|
|
{3,-5,1},
|
|
{4,-5,1},
|
|
{5,-5,1},
|
|
{6,-5,1},
|
|
|
|
{-5,-5,2},
|
|
{-4,-5,2},
|
|
{-3,-5,2},
|
|
{-2,-5,2},
|
|
{-1,-5,2},
|
|
{0,-5,2},
|
|
{1,-5,2},
|
|
{2,-5,2},
|
|
{3,-5,2},
|
|
{4,-5,2},
|
|
{5,-5,2},
|
|
|
|
{-5,-5,3},
|
|
{-4,-5,3},
|
|
{-3,-5,3},
|
|
{-2,-5,3},
|
|
{-1,-5,3},
|
|
{0,-5,3},
|
|
{1,-5,3},
|
|
{2,-5,3},
|
|
{3,-5,3},
|
|
{4,-5,3},
|
|
{5,-5,3},
|
|
|
|
{-4,-5,4},
|
|
{-3,-5,4},
|
|
{-2,-5,4},
|
|
{-1,-5,4},
|
|
{0,-5,4},
|
|
{1,-5,4},
|
|
{2,-5,4},
|
|
{3,-5,4},
|
|
{4,-5,4},
|
|
|
|
{-3,-5,5},
|
|
{-2,-5,5},
|
|
{-1,-5,5},
|
|
{0,-5,5},
|
|
{1,-5,5},
|
|
{2,-5,5},
|
|
{3,-5,5},
|
|
|
|
{-1,-5,6},
|
|
{0,-5,6},
|
|
{1,-5,6},
|
|
----------
|
|
{-3,-6,-4},
|
|
{-2,-6,-4},
|
|
{-1,-6,-4},
|
|
{0,-6,-4},
|
|
{1,-6,-4},
|
|
{2,-6,-4},
|
|
{3,-6,-4},
|
|
{-4,-6,-3},
|
|
{-3,-6,-3},
|
|
{-2,-6,-3},
|
|
{-1,-6,-3},
|
|
{0,-6,-3},
|
|
{1,-6,-3},
|
|
{2,-6,-3},
|
|
{3,-6,-3},
|
|
{4,-6,-3},
|
|
{-4,-6,-2},
|
|
{-3,-6,-2},
|
|
{-2,-6,-2},
|
|
{-1,-6,-2},
|
|
{0,-6,-2},
|
|
{1,-6,-2},
|
|
{2,-6,-2},
|
|
{3,-6,-2},
|
|
{4,-6,-2},
|
|
{-4,-6,-1},
|
|
{-3,-6,-1},
|
|
{-2,-6,-1},
|
|
{-1,-6,-1},
|
|
{0,-6,-1},
|
|
{1,-6,-1},
|
|
{2,-6,-1},
|
|
{3,-6,-1},
|
|
{4,-6,-1},
|
|
{-4,-6,0},
|
|
{-3,-6,0},
|
|
{-2,-6,0},
|
|
{-1,-6,0},
|
|
{0,-6,0},
|
|
{1,-6,0},
|
|
{2,-6,0},
|
|
{3,-6,0},
|
|
{4,-6,0},
|
|
{-4,-6,1},
|
|
{-3,-6,1},
|
|
{-2,-6,1},
|
|
{-1,-6,1},
|
|
{0,-6,1},
|
|
{1,-6,1},
|
|
{2,-6,1},
|
|
{3,-6,1},
|
|
{4,-6,1},
|
|
{-4,-6,2},
|
|
{-3,-6,2},
|
|
{-2,-6,2},
|
|
{-1,-6,2},
|
|
{0,-6,2},
|
|
{1,-6,2},
|
|
{2,-6,2},
|
|
{3,-6,2},
|
|
{4,-6,2},
|
|
{-4,-6,3},
|
|
{-3,-6,3},
|
|
{-2,-6,3},
|
|
{-1,-6,3},
|
|
{0,-6,3},
|
|
{1,-6,3},
|
|
{2,-6,3},
|
|
{3,-6,3},
|
|
{4,-6,3},
|
|
{-3,-6,4},
|
|
{-2,-6,4},
|
|
{-1,-6,4},
|
|
{0,-6,4},
|
|
{1,-6,4},
|
|
{2,-6,4},
|
|
{3,-6,4},
|
|
{-2,-6,-5},
|
|
{-1,-6,-5},
|
|
{0,-6,-5},
|
|
{1,-6,-5},
|
|
{2,-6,-5},
|
|
{-2,-6,5},
|
|
{-1,-6,5},
|
|
{0,-6,5},
|
|
{1,-6,5},
|
|
{2,-6,5},
|
|
{-5,-6,-2},
|
|
{-5,-6,-1},
|
|
{-5,-6,0},
|
|
{-5,-6,1},
|
|
{-5,-6,2},
|
|
{5,-6,-2},
|
|
{5,-6,-1},
|
|
{5,-6,0},
|
|
{5,-6,1},
|
|
{5,-6,2},
|
|
{-6,-6,0},
|
|
{6,-6,0},
|
|
{0,-6,-6},
|
|
{0,-6,6},
|
|
----------
|
|
{-2,-7,-1},
|
|
{-2,-7,0},
|
|
{-2,-7,1},
|
|
{2,-7,-1},
|
|
{2,-7,0},
|
|
{2,-7,1},
|
|
{-1,-7,-1},
|
|
{0,-7,-1},
|
|
{1,-7,-1},
|
|
{-1,-7,0},
|
|
{0,-7,0},
|
|
{1,-7,0},
|
|
{-1,-7,1},
|
|
{0,-7,1},
|
|
{1,-7,1},
|
|
{-1,-7,-2},
|
|
{0,-7,-2},
|
|
{1,-7,-2},
|
|
{-1,-7,2},
|
|
{0,-7,2},
|
|
{1,-7,2},
|
|
}
|
|
|
|
trees.gen_lists.pine={
|
|
{-1,1,0},
|
|
{1,1,0},
|
|
{0,1,-1},
|
|
{0,1,1},
|
|
{0,1,0},
|
|
----------
|
|
{-1,0,-1},
|
|
{-1,0,0},
|
|
{-1,0,1},
|
|
{0,0,-1},
|
|
{0,0,0},
|
|
{0,0,1},
|
|
{1,0,-1},
|
|
{1,0,0},
|
|
{1,0,1},
|
|
----------
|
|
{-1,-1,-1},
|
|
{-1,-1,0},
|
|
{-1,-1,1},
|
|
{0,-1,-1},
|
|
{0,-1,0},
|
|
{0,-1,1},
|
|
{1,-1,-1},
|
|
{1,-1,0},
|
|
{1,-1,1},
|
|
{-2,-1,-1},
|
|
{-2,-1,0},
|
|
{-2,-1,1},
|
|
{2,-1,-1},
|
|
{2,-1,0},
|
|
{2,-1,1},
|
|
{-1,-1,-2},
|
|
{0,-1,-2},
|
|
{1,-1,-2},
|
|
{-1,-1,2},
|
|
{0,-1,2},
|
|
{1,-1,2},
|
|
----------
|
|
{-2,-2,-2},
|
|
{-2,-2,-1},
|
|
{-2,-2,0},
|
|
{-2,-2,1},
|
|
{-2,-2,2},
|
|
{-1,-2,-2},
|
|
{-1,-2,-1},
|
|
{-1,-2,0},
|
|
{-1,-2,1},
|
|
{-1,-2,2},
|
|
{-1,-2,-2},
|
|
{0,-2,-1},
|
|
{0,-2,0},
|
|
{0,-2,1},
|
|
{0,-2,2},
|
|
{1,-2,-2},
|
|
{1,-2,-1},
|
|
{1,-2,0},
|
|
{1,-2,1},
|
|
{1,-2,2},
|
|
{2,-2,-2},
|
|
{2,-2,-1},
|
|
{2,-2,0},
|
|
{2,-2,1},
|
|
{2,-2,2},
|
|
{-3,-2,-1},
|
|
{-3,-2,0},
|
|
{-3,-2,1},
|
|
{3,-2,-1},
|
|
{3,-2,0},
|
|
{3,-2,1},
|
|
{-1,-2,-3},
|
|
{0,-2,-3},
|
|
{1,-2,-3},
|
|
{-1,-2,3},
|
|
{0,-2,3},
|
|
{1,-2,3},
|
|
----------
|
|
{-3,-3,-2},
|
|
{-3,-3,-1},
|
|
{-3,-3,0},
|
|
{-3,-3,1},
|
|
{-3,-3,2},
|
|
{-2,-3,-3},
|
|
{-2,-3,-2},
|
|
{-2,-3,-1},
|
|
{-2,-3,0},
|
|
{-2,-3,1},
|
|
{-2,-3,2},
|
|
{-2,-3,3},
|
|
{-1,-3,-3},
|
|
{-1,-3,-2},
|
|
{-1,-3,-1},
|
|
{-1,-3,0},
|
|
{-1,-3,1},
|
|
{-1,-3,2},
|
|
{-1,-3,3},
|
|
{0,-3,-3},
|
|
{0,-3,-2},
|
|
{0,-3,-1},
|
|
{0,-3,0},
|
|
{0,-3,1},
|
|
{0,-3,2},
|
|
{0,-3,3},
|
|
{1,-3,-3},
|
|
{1,-3,-2},
|
|
{1,-3,-1},
|
|
{1,-3,0},
|
|
{1,-3,1},
|
|
{1,-3,2},
|
|
{1,-3,3},
|
|
{2,-3,-3},
|
|
{2,-3,-2},
|
|
{2,-3,-1},
|
|
{2,-3,0},
|
|
{2,-3,1},
|
|
{2,-3,2},
|
|
{2,-3,3},
|
|
{3,-3,-2},
|
|
{3,-3,-1},
|
|
{3,-3,0},
|
|
{3,-3,1},
|
|
{3,-3,2},
|
|
----------
|
|
{-3,-4,-2},
|
|
{-3,-4,-1},
|
|
{-3,-4,0},
|
|
{-3,-4,1},
|
|
{-3,-4,2},
|
|
{-2,-4,-3},
|
|
{-2,-4,-2},
|
|
{-2,-4,-1},
|
|
{-2,-4,0},
|
|
{-2,-4,1},
|
|
{-2,-4,2},
|
|
{-2,-4,3},
|
|
{-1,-4,-3},
|
|
{-1,-4,-2},
|
|
{-1,-4,-1},
|
|
{-1,-4,0},
|
|
{-1,-4,1},
|
|
{-1,-4,2},
|
|
{-1,-4,3},
|
|
{0,-4,-3},
|
|
{0,-4,-2},
|
|
{0,-4,-1},
|
|
{0,-4,0},
|
|
{0,-4,1},
|
|
{0,-4,2},
|
|
{0,-4,3},
|
|
{1,-4,-3},
|
|
{1,-4,-2},
|
|
{1,-4,-1},
|
|
{1,-4,0},
|
|
{1,-4,1},
|
|
{1,-4,2},
|
|
{1,-4,3},
|
|
{2,-4,-3},
|
|
{2,-4,-2},
|
|
{2,-4,-1},
|
|
{2,-4,0},
|
|
{2,-4,1},
|
|
{2,-4,2},
|
|
{2,-4,3},
|
|
{3,-4,-2},
|
|
{3,-4,-1},
|
|
{3,-4,0},
|
|
{3,-4,1},
|
|
{3,-4,2},
|
|
----------
|
|
{-3,-5,-2},
|
|
{-3,-5,-1},
|
|
{-3,-5,0},
|
|
{-3,-5,1},
|
|
{-3,-5,2},
|
|
{-2,-5,-3},
|
|
{-2,-5,-2},
|
|
{-2,-5,-1},
|
|
{-2,-5,0},
|
|
{-2,-5,1},
|
|
{-2,-5,2},
|
|
{-2,-5,3},
|
|
{-1,-5,-3},
|
|
{-1,-5,-2},
|
|
{-1,-5,-1},
|
|
{-1,-5,0},
|
|
{-1,-5,1},
|
|
{-1,-5,2},
|
|
{-1,-5,3},
|
|
{0,-5,-3},
|
|
{0,-5,-2},
|
|
{0,-5,-1},
|
|
{0,-5,0},
|
|
{0,-5,1},
|
|
{0,-5,2},
|
|
{0,-5,3},
|
|
{1,-5,-3},
|
|
{1,-5,-2},
|
|
{1,-5,-1},
|
|
{1,-5,0},
|
|
{1,-5,1},
|
|
{1,-5,2},
|
|
{1,-5,3},
|
|
{2,-5,-3},
|
|
{2,-5,-2},
|
|
{2,-5,-1},
|
|
{2,-5,0},
|
|
{2,-5,1},
|
|
{2,-5,2},
|
|
{2,-5,3},
|
|
{3,-5,-2},
|
|
{3,-5,-1},
|
|
{3,-5,0},
|
|
{3,-5,1},
|
|
{3,-5,2},
|
|
----------
|
|
{-1,-6,-1},
|
|
{-1,-6,0},
|
|
{-1,-6,1},
|
|
{0,-6,-1},
|
|
{0,-6,0},
|
|
{0,-6,1},
|
|
{1,-6,-1},
|
|
{1,-6,0},
|
|
{1,-6,1},
|
|
{-2,-6,-1},
|
|
{-2,-6,0},
|
|
{-2,-6,1},
|
|
{2,-6,-1},
|
|
{2,-6,0},
|
|
{2,-6,1},
|
|
{-1,-6,-2},
|
|
{0,-6,-2},
|
|
{1,-6,-2},
|
|
{-1,-6,2},
|
|
{0,-6,2},
|
|
{1,-6,2},
|
|
}
|
|
|
|
trees.gen_lists.spruce={
|
|
{0,1,0},
|
|
-------------
|
|
{-1,0,0},
|
|
{1,0,0},
|
|
{0,0,-1},
|
|
{0,0,1},
|
|
{0,0,0},
|
|
-------------
|
|
{-1,-1,-1},
|
|
{0,-1,-1},
|
|
{1,-1,-1},
|
|
{-1,-1,0},
|
|
{0,-1,0},
|
|
{1,-1,0},
|
|
{-1,-1,1},
|
|
{0,-1,1},
|
|
{1,-1,1},
|
|
-------------
|
|
{-1,-2,0},
|
|
{1,-2,0},
|
|
{0,-2,-1},
|
|
{0,-2,1},
|
|
{0,-2,0},
|
|
-------------
|
|
{-1,-3,-1},
|
|
{0,-3,-1},
|
|
{1,-3,-1},
|
|
{-1,-3,0},
|
|
{0,-3,0},
|
|
{1,-3,0},
|
|
{-1,-3,1},
|
|
{0,-3,1},
|
|
{1,-3,1},
|
|
{-1,-3,-2},
|
|
{0,-3,-2},
|
|
{1,-3,-2},
|
|
{-1,-3,2},
|
|
{0,-3,2},
|
|
{1,-3,2},
|
|
{-2,-3,-1},
|
|
{-2,-3,0},
|
|
{-2,-3,1},
|
|
{2,-3,-1},
|
|
{2,-3,0},
|
|
{2,-3,1},
|
|
-------------
|
|
{-1,-4,-1},
|
|
{0,-4,-1},
|
|
{1,-4,-1},
|
|
{-1,-4,0},
|
|
{0,-4,0},
|
|
{1,-4,0},
|
|
{-1,-4,1},
|
|
{0,-4,1},
|
|
{1,-4,1},
|
|
{0,-4,-2},
|
|
{0,-4,2},
|
|
{-2,-4,0},
|
|
{2,-4,0},
|
|
-------------
|
|
{-2,-5,-2},
|
|
{-1,-5,-2},
|
|
{0,-5,-2},
|
|
{1,-5,-2},
|
|
{2,-5,-2},
|
|
{-2,-5,-1},
|
|
{-1,-5,-1},
|
|
{0,-5,-1},
|
|
{1,-5,-1},
|
|
{2,-5,-1},
|
|
{-2,-5,0},
|
|
{-1,-5,0},
|
|
{0,-5,0},
|
|
{1,-5,0},
|
|
{2,-5,0},
|
|
{-2,-5,1},
|
|
{-1,-5,1},
|
|
{0,-5,1},
|
|
{1,-5,1},
|
|
{2,-5,1},
|
|
{-2,-5,2},
|
|
{-1,-5,2},
|
|
{0,-5,2},
|
|
{1,-5,2},
|
|
{2,-5,2},
|
|
{-1,-5,-3},
|
|
{0,-5,-3},
|
|
{1,-5,-3},
|
|
{-1,-5,3},
|
|
{0,-5,3},
|
|
{1,-5,3},
|
|
{-3,-5,-1},
|
|
{-3,-5,0},
|
|
{-3,-5,1},
|
|
{3,-5,-1},
|
|
{3,-5,0},
|
|
{3,-5,1},
|
|
-------------
|
|
{-1,-6,-1},
|
|
{0,-6,-1},
|
|
{1,-6,-1},
|
|
{-1,-6,0},
|
|
{0,-6,0},
|
|
{1,-6,0},
|
|
{-1,-6,1},
|
|
{0,-6,1},
|
|
{1,-6,1},
|
|
{-1,-6,-2},
|
|
{0,-6,-2},
|
|
{1,-6,-2},
|
|
{-1,-6,2},
|
|
{0,-6,2},
|
|
{1,-6,2},
|
|
{-2,-6,-1},
|
|
{-2,-6,0},
|
|
{-2,-6,1},
|
|
{2,-6,-1},
|
|
{2,-6,0},
|
|
{2,-6,1},
|
|
-------------
|
|
{-2,-7,-2},
|
|
{-1,-7,-2},
|
|
{0,-7,-2},
|
|
{1,-7,-2},
|
|
{2,-7,-2},
|
|
{-2,-7,-1},
|
|
{-1,-7,-1},
|
|
{0,-7,-1},
|
|
{1,-7,-1},
|
|
{2,-7,-1},
|
|
{-2,-7,0},
|
|
{-1,-7,0},
|
|
{0,-7,0},
|
|
{1,-7,0},
|
|
{2,-7,0},
|
|
{-2,-7,1},
|
|
{-1,-7,1},
|
|
{0,-7,1},
|
|
{1,-7,1},
|
|
{2,-7,1},
|
|
{-2,-7,2},
|
|
{-1,-7,2},
|
|
{0,-7,2},
|
|
{1,-7,2},
|
|
{2,-7,2},
|
|
{-1,-7,-3},
|
|
{0,-7,-3},
|
|
{1,-7,-3},
|
|
{-1,-7,3},
|
|
{0,-7,3},
|
|
{1,-7,3},
|
|
{-3,-7,-1},
|
|
{-3,-7,0},
|
|
{-3,-7,1},
|
|
{3,-7,-1},
|
|
{3,-7,0},
|
|
{3,-7,1},
|
|
------------
|
|
{-1,-8,-1},
|
|
{0,-8,-1},
|
|
{1,-8,-1},
|
|
{-1,-8,0},
|
|
{0,-8,0},
|
|
{1,-8,0},
|
|
{-1,-8,1},
|
|
{0,-8,1},
|
|
{1,-8,1},
|
|
{-2,-8,0},
|
|
{2,-8,0},
|
|
{0,-8,-2},
|
|
{0,-8,2},
|
|
} |