local function create(args)
local name=args[2]
local size=tonumber(args[3])
local color=tonumber(args[4])
local dis=8
local sf=nil
if name=="正四面体" then
local a=1/math.sqrt(3)
local zp={{a,a,a},{a,-a,-a},{-a,a,-a},{-a,-a,a}}
local list={}
local z=math.sqrt(2)
local k={math.sqrt(2/3),math.sqrt(1/3)}
for _,v in ipairs(zp) do
local t={(v[1]-v[2])/z,(v[1]+v[2])/z,v[3]}
table.insert(list, {t[1],t[2]*k[1]-t[3]*k[2],t[2]*k[2]+t[3]*k[1]})
end
sf={list,{{0,1,2},{0,2,3},{0,3,1},{2,1,3}}}
elseif name=="立方体" then
local a=1/math.sqrt(3)
sf={{{a,a,a},{a,a,-a},{a,-a,a},{a,-a,-a},{-a,a,a},{-a,a,-a},{-a,-a,a},{-a,-a,-a}},{{0,2,3,1},{2,6,7,3},{6,4,5,7},{4,0,1,5},{1,3,7,5},{4,6,2,0}}}
elseif name=="正八面体" then
sf={{{0,0,1},{0,0,-1},{0,1,0},{0,-1,0},{1,0,0},{-1,0,0}},{{0,2,4},{0,4,3},{0,3,5},{0,5,2},{1,4,2},{1,3,4},{1,5,3},{1,2,5}}}
elseif name=="正十二面体" then
local a={math.sqrt((3-math.sqrt(5))/6),math.sqrt((3+math.sqrt(5))/6),1/math.sqrt(3)}
local zp={{0,a[1],a[2]},{0,a[1],-a[2]},{0,-a[1],a[2]},{0,-a[1],-a[2]},{a[2],0,a[1]},{-a[2],0,a[1]},{a[2],0,-a[1]},{-a[2],0,-a[1]},{a[1],a[2],0},{a[1],-a[2],0},{-a[1],a[2],0},{-a[1],-a[2],0},{a[3],a[3],a[3]},{a[3],a[3],-a[3]},{a[3],-a[3],a[3]},{a[3],-a[3],-a[3]},{-a[3],a[3],a[3]},{-a[3],a[3],-a[3]},{-a[3],-a[3],a[3]},{-a[3],-a[3],-a[3]}}
local list={}
local z=math.sqrt(a[1]*a[1]+a[2]*a[2])
for _,v in ipairs(zp) do
table.insert(list, {v[1],(v[2]*a[1]-v[3]*a[2])/z,(v[2]*a[2]+v[3]*a[1])/z})
end
sf={list,{{0,2,14,4,12},{2,0,16,5,18},{3,1,17,7,19},{1,3,15,6,13},{4,6,13,8,12},{6,4,14,9,15},{7,5,18,11,19},{5,7,17,10,16},{8,10,16,0,12},{10,8,13,1,17},{11,9,15,3,19},{9,11,18,2,14}}}
elseif name=="正二十面体" then
local a={math.sqrt((5-math.sqrt(5))/10),math.sqrt((5+math.sqrt(5))/10)}
local zp={{0,a[1],a[2]},{0,a[1],-a[2]},{0,-a[1],a[2]},{0,-a[1],-a[2]},{a[2],0,a[1]},{-a[2],0,a[1]},{a[2],0,-a[1]},{-a[2],0,-a[1]},{a[1],a[2],0},{a[1],-a[2],0},{-a[1],a[2],0},{-a[1],-a[2],0}}
local list={}
local z=math.sqrt(a[1]*a[1]+a[2]*a[2])
for _,v in ipairs(zp) do
table.insert(list, {v[1],(v[2]*a[1]-v[3]*a[2])/z,(v[2]*a[2]+v[3]*a[1])/z})
end
sf={list,{{0,2,4},{2,0,5},{3,1,7},{1,3,6},{4,6,8},{6,4,9},{7,5,11},{5,7,10},{8,10,0},{10,8,1},{11,9,3},{9,11,2},{2,4,9},{2,11,5},{0,5,10},{0,8,4},{1,7,10},{1,6,8},{3,6,9},{3,11,7}}}
elseif name=="切頂四面体" then
local a={math.sqrt(2/19),math.sqrt(2/19)*3}
local zp={{-a[1],a[1],a[2]},{a[1],-a[1],a[2]},{-a[1],a[2],a[1]},{a[1],a[2],-a[1]},{-a[2],a[1],a[1]},{-a[2],-a[1],-a[1]},{a[2],-a[1],a[1]},{a[2],a[1],-a[1]},{a[1],-a[2],a[1]},{-a[1],-a[2],-a[1]},{a[1],a[1],-a[2]},{-a[1],-a[1],-a[2]}}
local list={}
local z=math.sqrt(2)
local k={math.sqrt(2/3),math.sqrt(1/3)}
for _,v in ipairs(zp) do
local t={(v[1]-v[2])/z,(v[1]+v[2])/z,v[3]}
table.insert(list, {t[1],t[2]*k[1]+t[3]*k[2],-t[2]*k[2]+t[3]*k[1]})
end
sf={list,{{0,1,8,9,5,4},{1,0,2,3,7,6},{10,11,9,8,6,7},{11,10,3,2,4,5},{0,4,2},{1,6,8},{3,7,10},{5,11,9}}}
elseif name=="切頂六面体" then
local b=1/math.sqrt(5-2*math.sqrt(2))
local a={b,(math.sqrt(2)-1)*b}
local zp={
{a[1],a[2],a[1]},{a[1],-a[2],a[1]},{a[1],a[2],-a[1]},{a[1],-a[2],-a[1]},{-a[1],a[2],-a[1]},{-a[1],-a[2],-a[1]},{-a[1],a[2],a[1]},{-a[1],-a[2],a[1]},
{a[1],a[1],a[2]},{a[1],a[1],-a[2]},{a[1],-a[1],a[2]},{a[1],-a[1],-a[2]},{-a[1],-a[1],a[2]},{-a[1],-a[1],-a[2]},{-a[1],a[1],a[2]},{-a[1],a[1],-a[2]},
{a[2],a[1],a[1]},{-a[2],a[1],a[1]},{a[2],a[1],-a[1]},{-a[2],a[1],-a[1]},{a[2],-a[1],-a[1]},{-a[2],-a[1],-a[1]},{a[2],-a[1],a[1]},{-a[2],-a[1],a[1]}
}
local zq={
{0,1,10,11,3,2,9,8},{1,0,16,17,6,7,23,22},{8,9,18,19,15,14,17,16},{11,10,22,23,12,13,21,20},{7,6,14,15,4,5,13,12},{2,3,20,21,5,4,19,18},
{0,8,16},{1,22,10},{23,7,12},{6,17,14},
{2,18,9},{3,20,11},{13,5,21},{15,19,4}
}
sf={zp,zq}
elseif name=="切頂八面体" then
local a={1/math.sqrt(5),2/math.sqrt(5)}
sf={{{a[2],a[1],0},{a[1],a[2],0},{-a[1],a[2],0},{-a[2],a[1],0},{-a[2],-a[1],0},{-a[1],-a[2],0},{a[1],-a[2],0},{a[2],-a[1],0},{0,a[2],a[1]},{0,a[1],a[2]},{0,-a[1],a[2]},{0,-a[2],a[1]},{0,-a[2],-a[1]},{0,-a[1],-a[2]},{0,a[1],-a[2]},{0,a[2],-a[1]},{a[1],0,a[2]},{a[2],0,a[1]},{a[2],0,-a[1]},{a[1],0,-a[2]},{-a[1],0,-a[2]},{-a[2],0,-a[1]},{-a[2],0,a[1]},{-a[1],0,a[2]}},{{0,18,7,17},{1,8,2,15},{3,22,4,21},{5,11,6,12},{9,16,10,23},{13,19,14,20},{0,17,16,9,8,1},{2,8,9,23,22,3},{4,22,23,10,11,5},{6,11,10,16,17,7},{0,1,15,14,19,18},{2,3,21,20,14,15},{4,5,12,13,20,21},{6,7,18,19,13,12}}}
elseif name=="切頂二十面体" then
local r=6/math.sqrt(42-2*math.sqrt(5))
local p=(math.sqrt(5)-1)/2
local a={r*1,r*p/3,0}
local b={r*(p+2)/3,r*p*2/3,r*1/3}
local c={r*(p*2+1)/3,r*p/3,r*2/3}
local zp={
{a[1],a[2],0},{a[1],-a[2],0},{-a[1],a[2],0},{-a[1],-a[2],0},
{0,a[1],a[2]},{0,a[1],-a[2]},{0,-a[1],a[2]},{0,-a[1],-a[2]},
{a[2],0,a[1]},{-a[2],0,a[1]},{a[2],0,-a[1]},{-a[2],0,-a[1]},
{b[1],b[2],b[3]},{b[1],b[2],-b[3]},{b[1],-b[2],b[3]},{b[1],-b[2],-b[3]},{-b[1],b[2],b[3]},{-b[1],b[2],-b[3]},{-b[1],-b[2],b[3]},{-b[1],-b[2],-b[3]},
{b[3],b[1],b[2]},{-b[3],b[1],b[2]},{b[3],b[1],-b[2]},{-b[3],b[1],-b[2]},{b[3],-b[1],b[2]},{-b[3],-b[1],b[2]},{b[3],-b[1],-b[2]},{-b[3],-b[1],-b[2]},
{b[2],b[3],b[1]},{b[2],-b[3],b[1]},{-b[2],b[3],b[1]},{-b[2],-b[3],b[1]},{b[2],b[3],-b[1]},{b[2],-b[3],-b[1]},{-b[2],b[3],-b[1]},{-b[2],-b[3],-b[1]},
{c[1],c[2],c[3]},{c[1],c[2],-c[3]},{c[1],-c[2],c[3]},{c[1],-c[2],-c[3]},{-c[1],c[2],c[3]},{-c[1],c[2],-c[3]},{-c[1],-c[2],c[3]},{-c[1],-c[2],-c[3]},
{c[3],c[1],c[2]},{-c[3],c[1],c[2]},{c[3],c[1],-c[2]},{-c[3],c[1],-c[2]},{c[3],-c[1],c[2]},{-c[3],-c[1],c[2]},{c[3],-c[1],-c[2]},{-c[3],-c[1],-c[2]},
{c[2],c[3],c[1]},{c[2],-c[3],c[1]},{-c[2],c[3],c[1]},{-c[2],-c[3],c[1]},{c[2],c[3],-c[1]},{c[2],-c[3],-c[1]},{-c[2],c[3],-c[1]},{-c[2],-c[3],-c[1]},
}
local zq={
{0,13,46,44,12},{1,14,48,50,15},{2,16,45,47,17},{3,19,51,49,18},
{4,21,54,52,20},{5,22,56,58,23},{6,24,53,55,25},{7,27,59,57,26},
{8,29,38,36,28},{9,30,40,42,31},{10,32,37,39,33},{11,35,43,41,34},
{0,12,36,38,14,1},{1,15,39,37,13,0},{3,18,42,40,16,2},{2,17,41,43,19,3},
{4,20,44,46,22,5},{5,23,47,45,21,4},{6,25,49,51,27,7},{7,26,50,48,24,6},
{8,28,52,54,30,9},{9,31,55,53,29,8},{10,33,57,59,35,11},{11,34,58,56,32,10},
{44,20,52,28,36,12},{14,38,29,53,24,48},{49,25,55,31,42,18},{16,40,30,54,21,45},
{13,37,32,56,22,46},{50,26,57,33,39,15},{47,23,58,34,41,17},{19,43,35,59,27,51}
}
local list={}
local z=math.sqrt(p*p+1*1)
for _,v in ipairs(zp) do
table.insert(list, {v[1],(v[2]*1+v[3]*p)/z,(-v[2]*p+v[3]*1)/z})
end
sf={list,zq}
elseif name=="立方八面体" then
local a=1/math.sqrt(2)
local zp={{-a,0,a},{0,a,a},{0,-a,a},{a,0,a},{-a,a,0},{a,a,0},{-a,-a,0},{a,-a,0},{-a,0,-a},{0,a,-a},{0,-a,-a},{a,0,-a}}
local zq={{0,1,3,2},{6,2,7,10},{8,10,11,9},{4,9,5,1},{7,3,5,11},{4,0,6,8},{0,2,6},{2,3,7},{3,1,5},{0,1,4},{10,8,6},{11,10,7},{9,11,5},{8,9,4}}
sf={zp,zq}
elseif name=="二十・十二面体" then
local a={(1+math.sqrt(2)/(math.sqrt(3+math.sqrt(5))))/2,((math.sqrt(3-math.sqrt(5))+math.sqrt(2))/math.sqrt(3+math.sqrt(5)))/2,math.sqrt(1/(2*(3+math.sqrt(5))))}
local zp={{1,0,0},{a[1],a[2],a[3]},{a[1],a[2],-a[3]},{a[1],-a[2],a[3]},{a[1],-a[2],-a[3]},{-1,0,0},{-a[1],-a[2],-a[3]},{-a[1],-a[2],a[3]},{-a[1],a[2],-a[3]},{-a[1],a[2],a[3]},{0,1,0},{a[3],a[1],a[2]},{-a[3],a[1],a[2]},{a[3],a[1],-a[2]},{-a[3],a[1],-a[2]},{0,-1,0},{-a[3],-a[1],-a[2]},{a[3],-a[1],-a[2]},{-a[3],-a[1],a[2]},{a[3],-a[1],a[2]},{0,0,1},{a[2],a[3],a[1]},{a[2],-a[3],a[1]},{-a[2],a[3],a[1]},{-a[2],-a[3],a[1]},{0,0,-1},{-a[2],-a[3],-a[1]},{-a[2],a[3],-a[1]},{a[2],-a[3],-a[1]},{a[2],a[3],-a[1]}}
local zq={{0,1,2},{0,4,3},{5,7,6},{5,8,9},{10,11,12},{10,14,13},{15,17,16},{15,18,19},{20,21,22},{20,24,23},{25,27,26},{25,28,29},{1,21,11},{2,13,29},{3,19,22},{4,28,17},{6,16,26},{7,24,18},{8,27,14},{9,12,23},{0,3,22,21,1},{0,2,29,28,4},{5,6,26,27,8},{5,9,23,24,7},{10,13,2,1,11},{10,12,9,8,14},{15,16,6,7,18},{15,19,3,4,17},{20,23,12,11,21},{20,22,19,18,24},{25,26,16,17,28},{25,29,13,14,27}}
local list={}
local z=math.sqrt(a[1]*a[1]+a[2]*a[2])
for _,v in ipairs(zp) do
table.insert(list, {v[1],(v[2]*a[2]+v[3]*a[1])/z,(-v[2]*a[1]+v[3]*a[2])/z})
end
sf={list,zq}
elseif name=="斜方立方八面体" then
local a={(1+math.sqrt(2))/math.sqrt(5+2*math.sqrt(2)),1/math.sqrt(5+2*math.sqrt(2))}
sf={{{a[1],a[2],a[2]},{a[1],-a[2],a[2]},{a[1],a[2],-a[2]},{a[1],-a[2],-a[2]},{-a[1],-a[2],-a[2]},{-a[1],a[2],-a[2]},{-a[1],-a[2],a[2]},{-a[1],a[2],a[2]},{a[2],a[1],a[2]},{a[2],a[1],-a[2]},{-a[2],a[1],a[2]},{-a[2],a[1],-a[2]},{-a[2],-a[1],-a[2]},{-a[2],-a[1],a[2]},{a[2],-a[1],-a[2]},{a[2],-a[1],a[2]},{a[2],a[2],a[1]},{-a[2],a[2],a[1]},{a[2],-a[2],a[1]},{-a[2],-a[2],a[1]},{-a[2],-a[2],-a[1]},{a[2],-a[2],-a[1]},{-a[2],a[2],-a[1]},{a[2],a[2],-a[1]}},{{0,2,3,1},{4,5,7,6},{8,10,11,9},{12,13,15,14},{16,18,19,17},{20,21,23,22},{0,8,9,2},{10,7,5,11},{6,13,12,4},{15,1,3,14},{0,1,18,16},{17,19,6,7},{5,4,20,22},{23,21,3,2},{16,17,10,8},{15,13,19,18},{21,20,12,14},{9,11,22,23},{0,16,8},{10,17,7},{6,19,13},{15,18,1},{23,2,9},{22,11,5},{20,4,12},{21,14,3}}}
elseif name=="斜方二十・十二面体" then
local s=math.sqrt(5)
local n=22/math.sqrt(314+62*s)
local a={(7-s)/22*n,(5*s+9)/22*n}
local b={(s+4)/11*n,(s+15)/22*n}
local c={(4+s)/11*n,(1+3*s)/22*n,(1+3*s)/11*n}
local zp={
{a[2],a[1],a[1]},{a[2],a[1],-a[1]},{a[2],-a[1],a[1]},{a[2],-a[1],-a[1]},{-a[2],a[1],a[1]},{-a[2],a[1],-a[1]},{-a[2],-a[1],a[1]},{-a[2],-a[1],-a[1]},
{a[1],a[2],a[1]},{-a[1],a[2],a[1]},{a[1],a[2],-a[1]},{-a[1],a[2],-a[1]},{a[1],-a[2],a[1]},{-a[1],-a[2],a[1]},{a[1],-a[2],-a[1]},{-a[1],-a[2],-a[1]},
{a[1],a[1],a[2]},{a[1],-a[1],a[2]},{-a[1],a[1],a[2]},{-a[1],-a[1],a[2]},{a[1],a[1],-a[2]},{a[1],-a[1],-a[2]},{-a[1],a[1],-a[2]},{-a[1],-a[1],-a[2]},
{b[2],0,b[1]},{b[2],0,-b[1]},{-b[2],0,b[1]},{-b[2],0,-b[1]},
{b[1],b[2],0},{-b[1],b[2],0},{b[1],-b[2],0},{-b[1],-b[2],0},
{0,b[1],b[2]},{0,-b[1],b[2]},{0,b[1],-b[2]},{0,-b[1],-b[2]},
{c[1],c[2],c[3]},{c[1],c[2],-c[3]},{c[1],-c[2],c[3]},{c[1],-c[2],-c[3]},{-c[1],c[2],c[3]},{-c[1],c[2],-c[3]},{-c[1],-c[2],c[3]},{-c[1],-c[2],-c[3]},
{c[3],c[1],c[2]},{-c[3],c[1],c[2]},{c[3],c[1],-c[2]},{-c[3],c[1],-c[2]},{c[3],-c[1],c[2]},{-c[3],-c[1],c[2]},{c[3],-c[1],-c[2]},{-c[3],-c[1],-c[2]},
{c[2],c[3],c[1]},{c[2],-c[3],c[1]},{-c[2],c[3],c[1]},{-c[2],-c[3],c[1]},{c[2],c[3],-c[1]},{c[2],-c[3],-c[1]},{-c[2],c[3],-c[1]},{-c[2],-c[3],-c[1]},
}
local zq={
{0,2,3,1},{4,5,7,6},{8,10,11,9},{12,13,15,14},
{16,18,19,17},{20,21,23,22},{0,24,2},{3,25,1},{6,26,4},{5,27,7},
{8,28,10},{11,29,9},{14,30,12},{13,31,15},{16,32,18},{19,33,17},{22,34,20},{21,35,23},
{36,44,52},{37,56,46},{38,53,48},{39,50,57},{40,54,45},{41,47,58},{42,55,49},{43,51,59},
{0,44,36,24},{25,37,46,1},{24,38,48,2},{3,50,39,25},{26,40,45,4},{5,47,41,27},{6,49,42,26},{27,43,51,7},
{8,52,44,28},{29,45,54,9},{28,46,56,10},{11,58,47,29},{30,48,53,12},{13,55,49,31},{14,57,50,30},{31,51,59,15},
{16,36,52,32},{33,53,38,17},{32,54,40,18},{19,42,55,33},{34,56,37,20},{21,39,57,35},{22,41,58,34},{35,59,43,23},
{1,46,28,44,0},{2,48,30,50,3},{4,45,29,47,5},{7,51,31,49,6},
{9,54,32,52,8},{10,56,34,58,11},{12,53,33,55,13},{15,59,35,57,14},
{17,38,24,36,16},{18,40,26,42,19},{20,37,25,39,21},{23,43,27,41,22},
}
local list={}
local p=(s-1)/2
local z=math.sqrt(p*p+1*1)
for _,v in ipairs(zp) do
table.insert(list, {v[1],(v[2]*1+v[3]*p)/z,(-v[2]*p+v[3]*1)/z})
end
sf={list,zq}
elseif name=="斜方切頂立方八面体" then
local v=1/math.sqrt((15-8*math.sqrt(2))/(11-6*math.sqrt(2)))
local a={v,v/(3-math.sqrt(2)),v*(math.sqrt(2)-1)/(3-math.sqrt(2))}
local zp={
{a[1],a[2],a[3]},{a[1],a[2],-a[3]},{a[1],-a[2],a[3]},{a[1],-a[2],-a[3]},{a[2],-a[1],a[3]},{a[2],-a[1],-a[3]},{-a[2],-a[1],a[3]},{-a[2],-a[1],-a[3]},
{-a[1],-a[2],a[3]},{-a[1],-a[2],-a[3]},{-a[1],a[2],a[3]},{-a[1],a[2],-a[3]},{-a[2],a[1],a[3]},{-a[2],a[1],-a[3]},{a[2],a[1],a[3]},{a[2],a[1],-a[3]},
{a[3],a[1],a[2]},{-a[3],a[1],a[2]},{a[3],a[1],-a[2]},{-a[3],a[1],-a[2]},{a[3],a[2],-a[1]},{-a[3],a[2],-a[1]},{a[3],-a[2],-a[1]},{-a[3],-a[2],-a[1]},
{a[3],-a[1],-a[2]},{-a[3],-a[1],-a[2]},{a[3],-a[1],a[2]},{-a[3],-a[1],a[2]},{a[3],-a[2],a[1]},{-a[3],-a[2],a[1]},{a[3],a[2],a[1]},{-a[3],a[2],a[1]},
{a[2],a[3],a[1]},{a[2],-a[3],a[1]},{-a[2],a[3],a[1]},{-a[2],-a[3],a[1]},{-a[1],a[3],a[2]},{-a[1],-a[3],a[2]},{-a[1],a[3],-a[2]},{-a[1],-a[3],-a[2]},
{-a[2],a[3],-a[1]},{-a[2],-a[3],-a[1]},{a[2],a[3],-a[1]},{a[2],-a[3],-a[1]},{a[1],a[3],-a[2]},{a[1],-a[3],-a[2]},{a[1],a[3],a[2]},{a[1],-a[3],a[2]},
}
local zq={
{0,46,47,2,3,45,44,1},{16,14,15,18,19,13,12,17},{32,30,31,34,35,29,28,33},{8,37,36,10,11,38,39,9},{27,6,7,25,24,5,4,26},{43,22,23,41,40,21,20,42},
{0,14,16,30,32,46},{4,2,47,33,28,26},{8,6,27,29,35,37},{12,10,36,34,31,17},
{15,1,44,42,20,18},{3,5,24,22,43,45},{7,9,39,41,23,25},{11,13,19,21,40,38},
{0,1,15,14},{4,5,3,2},{8,9,7,6},{10,11,13,12},
{16,17,31,30},{20,21,19,18},{24,25,23,22},{28,29,27,26},
{32,33,47,46},{36,37,35,34},{40,41,39,38},{44,45,43,42}
}
sf={zp,zq}
elseif name=="変形立方体" then
local a={0.251358,0.46232,0.85034}
local zp={{a[1],a[2],a[3]},{a[2],-a[1],a[3]},{-a[1],-a[2],a[3]},{-a[2],a[1],a[3]},{a[1],-a[3],a[2]},{a[2],-a[3],-a[1]},{-a[1],-a[3],-a[2]},{-a[2],-a[3],a[1]},{a[1],-a[2],-a[3]},{a[2],a[1],-a[3]},{-a[1],a[2],-a[3]},{-a[2],-a[1],-a[3]},{a[1],a[3],-a[2]},{a[2],a[3],a[1]},{-a[1],a[3],a[2]},{-a[2],a[3],-a[1]},{-a[3],a[2],a[1]},{-a[3],-a[1],a[2]},{-a[3],-a[2],-a[1]},{-a[3],a[1],-a[2]},{a[3],a[2],-a[1]},{a[3],-a[1],-a[2]},{a[3],-a[2],a[1]},{a[3],a[1],a[2]}}
local zq={{0,1,2,3},{4,5,6,7},{8,9,10,11},{12,13,14,15},{16,17,18,19},{20,21,22,23},{2,1,4},{4,7,2},{6,5,8},{8,11,6},{10,9,12},{12,15,10},{14,13,0},{0,3,14},{3,2,17},{17,16,3},{19,18,11},{11,10,19},{9,8,21},{21,20,9},{23,22,1},{1,0,23},{18,17,7},{7,6,18},{5,4,22},{22,21,5},{20,23,13},{13,12,20},{15,14,16},{16,19,15},{2,7,17},{1,22,4},{0,13,23},{3,16,14},{6,11,18},{5,21,8},{20,12,9},{15,19,10}}
sf={zp,zq}
end
return {
width=size,
height=size,
padding="strict",
signals={
{
name="rot",
init={{1,0},{1,0}},
streams={
{
type="mousemove,touchmove",
expr="[[cos(eventX()*PI/"..(size/4).."),sin(eventX()*PI/"..(size/4)..")],[cos(clamp((eventY()-"..(size/2)..")/"..(size/4*3)..",-1/2,1/2)*PI),sin(clamp((eventY()-"..(size/2)..")/"..(size/4*3)..",-1/2,1/2)*PI)]]"
}
}
}
},
data={
{
name="point",
values=sf[1],
transform={
{
type="formula",
field="u",
expr="[datum[0]*rot[0][0]+datum[1]*0+datum[2]*rot[0][1],-datum[0]*rot[0][1]*rot[1][1]+datum[1]*rot[1][0]+datum[2]*rot[0][0]*rot[1][1],-datum[0]*rot[0][1]*rot[1][0]-datum[1]*rot[1][1]+datum[2]*rot[0][0]*rot[1][0]]"
},
{
type="formula",
field="path",
expr="(("..dis.."/("..dis.."-datum.u[2]))*datum.u[0]*"..(size*7/16).."+"..(size/2)..")+' '+(("..dis.."/("..dis.."-datum.u[2]))*datum.u[1]*"..(size*7/16).."+"..(size/2)..")"
},
{
type="rank"
},
{
type="formula",
field="id",
expr="datum.rank-1"
}
}
},
{
name="map",
values=sf[2],
transform={
{
type="formula",
field="p",
expr="datum"
},
{
type="lookup",
on="point",
onKey="id",
keys={"p[0]","p[1]","p[2]","p[3]","p[4]","p[5]","p[6]","p[7]"},
as={"a","b","c","d","e","f","g","h"}
},
{
type="formula",
field="q",
expr="[datum.a,datum.b,datum.c,datum.d,datum.e,datum.f,datum.g,datum.h]"
},
{
type="formula",
field="len",
expr="datum.p.length"
},
{
type="formula",
field="path",
expr="'M '+datum.q[0].path+' L '+datum.q[1].path+' L '+datum.q[2].path+(datum.len<4?'':(' L '+datum.q[3].path))+(datum.len<5?'':(' L '+datum.q[4].path))+(datum.len<6?'':(' L '+datum.q[5].path))+(datum.len<7?'':(' L '+datum.q[6].path))+(datum.len<8?'':(' L '+datum.q[7].path))+' z'"
},
{
type="formula",
field="m",
expr="[(datum.q[0].u[0]+datum.q[1].u[0]+datum.q[2].u[0]+(datum.len<4?0:datum.q[3].u[0])+(datum.len<5?0:datum.q[4].u[0])+(datum.len<6?0:datum.q[5].u[0])+(datum.len<7?0:datum.q[6].u[0])+(datum.len<8?0:datum.q[7].u[0]))/datum.len,(datum.q[0].u[1]+datum.q[1].u[1]+datum.q[2].u[1]+(datum.len<4?0:datum.q[3].u[1])+(datum.len<5?0:datum.q[4].u[1])+(datum.len<6?0:datum.q[5].u[1])+(datum.len<7?0:datum.q[6].u[1])+(datum.len<8?0:datum.q[7].u[1]))/datum.len,(datum.q[0].u[2]+datum.q[1].u[2]+datum.q[2].u[2]+(datum.len<4?0:datum.q[3].u[2])+(datum.len<5?0:datum.q[4].u[2])+(datum.len<6?0:datum.q[5].u[2])+(datum.len<7?0:datum.q[6].u[2])+(datum.len<8?0:datum.q[7].u[2]))/datum.len]"
},
{
type="formula",
field="light",
expr="(-datum.m[0]-datum.m[1]+datum.m[2])/sqrt((datum.m[0]*datum.m[0]+datum.m[1]*datum.m[1]+datum.m[2]*datum.m[2])*3)"
},
{
type="sort",
by="m[2]"
}
}
}
},
marks={
{
type="path",
from={
data="map"
},
properties={
update={
path={field="path"},
stroke={value="black"},
fill={
h={value=color},
s={value=0.9},
l={field="light",mult=0.35,offset=0.5}
},
fillOpacity={value=0.9}
}
},
}
}
}
end
return {
_=function(frame)
return frame:extensionTag('graph',mw.text.jsonEncode(create(frame:getParent().args)),{mode='interactive'})
end
}
モジュールの解説[作成]