Light Shader in Codea
--# Main | |
-- 2 Face | |
function parseObjFormat(data) | |
local avs, ans, auvs = {},{},{} | |
local f = "%s(\-?%d*[\.]%d+)" | |
for x,y,z in string.gmatch(data, "v" .. f .. f .. f) do | |
table.insert(avs, | |
vec3(tonumber(x), tonumber(y), tonumber(z))) | |
end | |
for x,y,z in string.gmatch(data, "vn" .. f .. f .. f) do | |
table.insert(ans, | |
vec3(tonumber(x), tonumber(y), tonumber(z))) | |
end | |
for x,y in string.gmatch(data, "vt" .. f .. f) do | |
table.insert(auvs, | |
vec2(tonumber(x), tonumber(y))) | |
end | |
local vs,uvs,ns = {},{},{} | |
local fa = "%s(%d+)/(%d+)/(%d+)" | |
for v1,vt1,vn1,v2,vt2,vn2,v3,vt3,vn3 in | |
string.gmatch(data, "f" .. fa .. fa .. fa .. "\n") do | |
v1,v2,v3=tonumber(v1),tonumber(v2),tonumber(v3) | |
vt1,vt2,vt3=tonumber(vt1),tonumber(vt2),tonumber(vt3) | |
vn1,vn2,vn3=tonumber(vn1),tonumber(vn2),tonumber(vn3) | |
table.insert(vs, avs[v1]) | |
table.insert(vs, avs[v2]) | |
table.insert(vs, avs[v3]) | |
table.insert(uvs, auvs[vt1]) | |
table.insert(uvs, auvs[vt2]) | |
table.insert(uvs, auvs[vt3]) | |
table.insert(ns, ans[vn1]) | |
table.insert(ns, ans[vn2]) | |
table.insert(ns, ans[vn3]) | |
end | |
for v1,vt1,vn1,v2,vt2,vn2,v3,vt3,vn3,v4,vt4,vn4 in | |
string.gmatch(data, "f" .. fa .. fa .. fa .. fa .. "\n") do | |
v1,v2,v3=tonumber(v1),tonumber(v2),tonumber(v3) | |
vt1,vt2,vt3=tonumber(vt1),tonumber(vt2),tonumber(vt3) | |
vn1,vn2,vn3=tonumber(vn1),tonumber(vn2),tonumber(vn3) | |
v4,vt4,vn4=tonumber(v4),tonumber(vt4),tonumber(vn4) | |
table.insert(vs, avs[v1]) | |
table.insert(vs, avs[v2]) | |
table.insert(vs, avs[v3]) | |
table.insert(vs, avs[v1]) | |
table.insert(vs, avs[v3]) | |
table.insert(vs, avs[v4]) | |
table.insert(uvs, auvs[vt1]) | |
table.insert(uvs, auvs[vt2]) | |
table.insert(uvs, auvs[vt3]) | |
table.insert(uvs, auvs[vt1]) | |
table.insert(uvs, auvs[vt3]) | |
table.insert(uvs, auvs[vt4]) | |
table.insert(ns, ans[vn1]) | |
table.insert(ns, ans[vn2]) | |
table.insert(ns, ans[vn3]) | |
table.insert(ns, ans[vn1]) | |
table.insert(ns, ans[vn3]) | |
table.insert(ns, ans[vn4]) | |
end | |
return vs,ns,uvs | |
end | |
function setup() | |
parameter.number("Z", 0,10,3) | |
parameter.number("Y",-10,10,0) | |
parameter.integer("R",-180,180,0) | |
vs, ns, uvs = parseObjFormat(data) | |
local v=vs[1] | |
m = mesh() | |
m.vertices = vs | |
m.texCoords = uvs | |
m.texture = "Documents:face" | |
m:setColors(255,255,255,255) | |
m.shader = lightShader | |
local nor = m:buffer("normal") | |
if nor then | |
nor:resize(#ns) | |
for i,v in ipairs(ns) do | |
nor[i] = v | |
end | |
end | |
end | |
function draw() | |
background(40, 40, 50) | |
perspective(45) | |
camera(0,7.1+Y,Z,0,7.10,0) | |
rotate(R, 0,1,0) | |
m.shader.light = vec3(Gravity.x,Gravity.y,1) | |
m.shader.time = ElapsedTime | |
m.shader.freq = .4 | |
m:draw() | |
end | |
--# Data | |
data = [===[ | |
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g face Meshes base_ma_Rig | |
f 1/1/1 4/2/2 5/3/3 2/4/4 | |
f 2/4/4 5/3/3 6/5/5 3/6/6 | |
f 4/2/2 7/7/7 8/8/8 5/3/3 | |
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f 25/27/27 19/19/19 21/22/22 23/28/28 | |
f 27/21/21 28/20/20 20/23/23 22/26/26 | |
f 28/20/20 19/19/19 31/29/29 30/30/30 | |
f 19/19/19 25/27/27 29/31/31 31/29/29 | |
f 26/24/24 20/23/23 33/32/32 32/33/33 | |
f 20/23/23 28/20/20 30/30/30 33/32/32 | |
f 34/34/34 36/35/35 42/36/36 43/37/37 | |
f 35/38/38 37/39/39 39/40/40 41/41/41 | |
f 40/42/42 38/43/43 36/35/35 34/34/34 | |
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f 34/34/34 43/37/37 46/46/46 45/44/44 | |
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f 195/49/49 77/50/50 76/51/51 78/52/52 | |
f 77/50/50 79/53/53 80/54/54 76/51/51 | |
f 81/55/55 80/54/54 79/53/53 | |
f 80/54/54 82/56/56 192/57/57 76/51/51 | |
f 192/57/57 78/52/52 76/51/51 | |
f 81/55/55 83/58/58 82/56/56 80/54/54 | |
f 79/53/53 84/59/59 83/58/58 81/55/55 | |
f 77/50/50 85/60/60 84/59/59 79/53/53 | |
f 195/49/49 85/60/60 77/50/50 | |
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f 191/61/61 82/56/56 83/58/58 194/62/62 | |
f 88/65/64 204/66/65 87/67/66 189/68/67 | |
f 147/69/68 146/70/69 89/71/70 148/72/71 | |
f 91/73/72 92/74/73 93/75/74 182/76/75 | |
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f 49/80/79 51/81/80 96/82/81 95/78/77 | |
f 70/83/82 172/84/83 173/85/84 71/86/85 | |
f 172/84/83 174/87/86 175/88/87 176/89/88 | |
f 172/84/83 176/89/88 173/85/84 | |
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f 72/91/90 178/92/91 172/84/83 70/83/82 | |
f 53/93/92 54/94/93 101/95/94 100/96/95 | |
f 178/92/91 179/97/96 174/87/86 172/84/83 | |
f 177/90/89 174/87/86 179/97/96 180/98/97 | |
f 93/75/74 164/99/98 103/100/99 104/101/100 | |
f 181/102/101 104/101/100 105/103/102 216/104/103 | |
f 105/103/102 106/105/104 217/106/105 216/104/103 | |
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f 106/105/104 107/108/107 218/109/108 217/106/105 | |
f 107/108/107 108/110/109 109/111/110 218/109/108 | |
f 108/110/109 56/112/111 55/113/112 109/111/110 | |
f 101/95/94 54/94/93 56/112/111 108/110/109 | |
f 108/110/109 107/108/107 110/114/113 101/95/94 | |
f 102/115/114 100/96/95 101/95/94 110/114/113 | |
f 110/114/113 107/108/107 106/105/104 215/116/115 | |
f 55/113/112 57/117/116 111/118/117 109/111/110 | |
f 57/117/116 58/119/118 112/120/119 111/118/117 | |
f 112/120/119 113/121/120 114/122/121 111/118/117 | |
f 113/121/120 115/123/122 116/124/123 114/122/121 | |
f 217/106/105 218/109/108 114/122/121 116/124/123 | |
f 218/109/108 109/111/110 111/118/117 114/122/121 | |
f 117/125/124 118/126/125 119/127/126 120/128/127 | |
f 118/126/125 121/129/128 122/130/129 119/127/126 | |
f 120/128/127 204/66/65 88/65/64 186/131/130 | |
f 91/73/72 124/132/131 125/133/132 92/74/73 | |
f 124/132/131 126/134/133 127/135/134 125/133/132 | |
f 94/77/76 128/136/135 59/137/136 50/79/78 | |
f 128/136/135 129/138/137 60/139/138 59/137/136 | |
f 129/138/137 130/140/139 61/141/140 60/139/138 | |
f 130/140/139 131/142/141 62/143/142 61/141/140 | |
f 129/138/137 132/144/143 133/145/144 130/140/139 | |
f 132/144/143 127/135/134 126/134/133 133/145/144 | |
f 126/134/133 124/132/131 91/73/72 134/146/145 | |
f 130/140/139 133/145/144 131/142/141 | |
f 90/147/146 135/148/147 134/146/145 91/73/72 | |
f 131/142/141 134/146/145 135/148/147 136/149/148 | |
f 131/142/141 133/145/144 134/146/145 | |
f 63/150/149 62/143/142 131/142/141 136/149/148 | |
f 126/134/133 134/146/145 133/145/144 | |
f 136/149/148 135/148/147 206/151/150 207/152/151 | |
f 64/153/152 63/150/149 136/149/148 207/152/151 | |
f 206/151/150 135/148/147 90/147/146 205/154/153 | |
f 128/136/135 132/144/143 129/138/137 | |
f 132/144/143 128/136/135 94/77/76 127/135/134 | |
f 125/133/132 127/135/134 94/77/76 92/74/73 | |
f 66/155/154 65/156/155 137/157/156 122/130/129 | |
f 138/158/157 139/159/158 140/160/159 141/161/160 | |
f 87/67/66 86/162/161 139/159/158 138/158/157 | |
f 141/161/160 190/163/162 143/164/163 187/165/164 | |
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f 89/71/70 90/147/146 91/73/72 182/76/75 | |
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f 145/167/166 149/172/171 121/129/128 118/126/125 | |
f 210/169/168 211/173/172 149/172/171 145/167/166 | |
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f 197/180/179 153/175/174 154/174/173 196/181/180 | |
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f 151/177/176 153/175/174 197/180/179 364/389/181 | |
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f 155/185/184 148/72/71 219/187/186 159/188/187 | |
f 104/101/100 181/102/101 182/76/75 93/75/74 | |
f 216/104/103 217/106/105 116/124/123 219/187/186 | |
f 115/123/122 157/189/188 158/190/189 116/124/123 | |
f 158/190/189 159/188/187 219/187/186 116/124/123 | |
f 157/189/188 160/191/190 161/192/191 158/190/189 | |
f 161/192/191 160/191/190 200/193/192 195/194/49 | |
f 158/190/189 161/192/191 162/195/193 159/188/187 | |
f 161/192/191 195/194/49 162/195/193 | |
f 155/185/184 159/188/187 162/195/193 156/186/185 | |
f 156/186/185 162/195/193 195/194/49 78/196/52 | |
f 78/196/52 196/181/180 154/174/173 156/186/185 | |
f 96/82/81 51/81/80 52/197/194 97/198/195 | |
f 103/100/99 164/99/98 165/199/196 98/200/197 | |
f 113/121/120 163/201/198 201/202/199 115/123/122 | |
f 163/201/198 68/203/200 75/204/201 201/202/199 | |
f 58/119/118 68/203/200 163/201/198 112/120/119 | |
f 112/120/119 163/201/198 113/121/120 | |
f 115/123/122 201/202/199 202/205/202 157/189/188 | |
f 157/189/188 202/205/202 203/206/203 160/191/190 | |
f 203/206/203 200/193/192 160/191/190 | |
f 122/130/129 67/179/178 66/155/154 | |
f 93/75/74 95/78/77 96/82/81 164/99/98 | |
f 165/199/196 164/99/98 96/82/81 97/198/195 | |
f 97/198/195 52/197/194 69/207/204 166/208/205 | |
f 98/200/197 165/199/196 168/209/206 167/210/207 | |
f 98/200/197 169/211/208 99/107/106 103/100/99 | |
f 53/93/92 100/96/95 170/212/209 73/213/210 | |
f 100/96/95 102/115/114 171/214/211 170/212/209 | |
f 102/115/114 212/215/212 213/216/213 171/214/211 | |
f 165/199/196 97/198/195 166/208/205 168/209/206 | |
f 166/217/205 69/218/204 71/86/85 173/85/84 | |
f 167/219/207 168/220/206 176/89/88 175/88/87 | |
f 167/210/207 214/221/214 169/211/208 98/200/197 | |
f 73/222/210 170/223/209 178/92/91 72/91/90 | |
f 170/223/209 171/224/211 179/97/96 178/92/91 | |
f 171/224/211 213/225/213 180/98/97 179/97/96 | |
f 168/220/206 166/217/205 173/85/84 176/89/88 | |
f 196/181/180 78/196/52 192/226/57 | |
f 148/72/71 181/102/101 216/104/103 219/187/186 | |
f 182/76/75 181/102/101 148/72/71 89/71/70 | |
f 186/131/130 88/65/64 183/227/215 | |
f 183/227/215 88/65/64 189/68/67 | |
f 144/166/165 117/125/124 184/228/216 185/229/217 | |
f 185/229/217 184/228/216 183/227/215 | |
f 209/168/167 144/166/165 185/229/217 208/230/218 | |
f 208/230/218 185/229/217 183/227/215 | |
f 117/125/124 120/128/127 186/131/130 184/228/216 | |
f 183/227/215 184/228/216 186/131/130 | |
f 138/158/157 141/161/160 187/165/164 188/231/219 | |
f 188/231/219 187/165/164 183/227/215 | |
f 183/227/215 187/165/164 143/164/163 | |
f 87/67/66 138/158/157 188/231/219 189/68/67 | |
f 189/68/67 188/231/219 183/227/215 | |
f 141/161/160 140/160/159 142/171/170 190/163/162 | |
f 120/128/127 119/127/126 123/176/175 204/66/65 | |
f 86/162/161 87/67/66 204/66/65 123/176/175 | |
f 86/162/161 205/154/153 146/70/69 139/159/158 | |
f 123/176/175 206/151/150 205/154/153 86/162/161 | |
f 207/152/151 206/151/150 123/176/175 137/157/156 | |
f 64/153/152 207/152/151 137/157/156 65/156/155 | |
f 143/164/163 208/230/218 183/227/215 | |
f 190/163/162 209/168/167 208/230/218 143/164/163 | |
f 210/169/168 209/168/167 190/163/162 142/171/170 | |
f 142/171/170 150/170/169 211/173/172 210/169/168 | |
f 99/107/106 215/116/115 106/105/104 105/103/102 | |
f 169/211/208 214/221/214 213/216/213 212/215/212 | |
f 214/232/214 167/219/207 175/88/87 177/90/89 | |
f 180/98/97 213/225/213 214/232/214 177/90/89 | |
f 212/215/212 215/116/115 99/107/106 169/211/208 | |
f 110/114/113 215/116/115 212/215/212 102/115/114 | |
f 339/233/220 222/234/221 220/235/222 221/236/223 | |
f 221/236/223 220/235/222 224/237/224 223/238/225 | |
f 225/239/226 223/238/225 224/237/224 | |
f 224/237/224 220/235/222 336/240/227 226/241/228 | |
f 336/240/227 220/235/222 222/234/221 | |
f 225/239/226 224/237/224 226/241/228 227/242/229 | |
f 223/238/225 225/239/226 227/242/229 228/243/230 | |
f 221/236/223 223/238/225 228/243/230 229/244/231 | |
f 339/233/220 221/236/223 229/244/231 | |
f 336/240/227 335/245/232 226/241/228 | |
f 227/242/229 338/246/233 228/243/230 | |
f 229/244/231 228/243/230 338/247/233 337/248/234 | |
f 339/233/220 229/244/231 337/248/234 | |
f 335/245/232 338/246/233 227/242/229 226/241/228 | |
f 232/249/235 333/250/236 231/251/237 348/252/238 | |
f 291/253/239 292/254/240 233/255/241 290/256/242 | |
f 235/257/243 326/258/244 237/259/245 236/260/246 | |
f 236/260/246 237/259/245 239/261/247 238/262/248 | |
f 238/262/248 239/261/247 49/80/79 50/79/78 | |
f 49/80/79 239/261/247 240/263/249 51/81/80 | |
f 70/83/82 71/86/85 317/264/250 316/265/251 | |
f 316/265/251 317/264/250 320/266/252 319/267/253 | |
f 316/265/251 319/267/253 318/268/254 | |
f 321/269/255 318/268/254 319/267/253 | |
f 72/91/90 70/83/82 316/265/251 322/270/256 | |
f 53/93/92 244/271/257 245/272/258 54/94/93 | |
f 322/270/256 316/265/251 318/268/254 323/273/259 | |
f 321/269/255 324/274/260 323/273/259 318/268/254 | |
f 237/259/245 248/275/261 247/276/262 308/277/263 | |
f 325/278/264 360/279/265 249/280/266 248/275/261 | |
f 249/280/266 360/279/265 361/281/267 250/282/268 | |
f 248/275/261 249/280/266 243/283/269 247/276/262 | |
f 250/282/268 361/281/267 362/284/270 251/285/271 | |
f 251/285/271 362/284/270 253/286/272 252/287/273 | |
f 252/287/273 253/286/272 55/113/112 56/112/111 | |
f 245/272/258 252/287/273 56/112/111 54/94/93 | |
f 252/287/273 245/272/258 254/288/274 251/285/271 | |
f 246/289/275 254/288/274 245/272/258 244/271/257 | |
f 254/288/274 359/290/276 250/282/268 251/285/271 | |
f 55/113/112 253/286/272 255/291/277 57/117/116 | |
f 57/117/116 255/291/277 256/292/278 58/119/118 | |
f 256/292/278 255/291/277 258/293/279 257/294/280 | |
f 257/294/280 258/293/279 260/295/281 259/296/282 | |
f 361/281/267 260/295/281 258/293/279 362/284/270 | |
f 362/284/270 258/293/279 255/291/277 253/286/272 | |
f 261/297/283 264/298/284 263/299/285 262/300/286 | |
f 262/300/286 263/299/285 266/301/287 265/302/288 | |
f 264/298/284 330/303/289 232/249/235 348/252/238 | |
f 235/257/243 236/260/246 269/304/290 268/305/291 | |
f 268/305/291 269/304/290 271/306/292 270/307/293 | |
f 238/262/248 50/79/78 59/137/136 272/308/294 | |
f 272/308/294 59/137/136 60/139/138 273/309/295 | |
f 273/309/295 60/139/138 61/141/140 274/310/296 | |
f 274/310/296 61/141/140 62/143/142 275/311/297 | |
f 273/309/295 274/310/296 277/312/298 276/313/299 | |
f 276/313/299 277/312/298 270/307/293 271/306/292 | |
f 270/307/293 278/314/300 235/257/243 268/305/291 | |
f 274/310/296 275/311/297 277/312/298 | |
f 234/315/301 235/257/243 278/314/300 279/316/302 | |
f 275/311/297 280/317/303 279/316/302 278/314/300 | |
f 275/311/297 278/314/300 277/312/298 | |
f 63/150/149 280/317/303 275/311/297 62/143/142 | |
f 270/307/293 277/312/298 278/314/300 | |
f 280/317/303 351/318/304 350/319/305 279/316/302 | |
f 64/153/152 351/318/304 280/317/303 63/150/149 | |
f 350/319/305 349/320/306 234/315/301 279/316/302 | |
f 272/308/294 273/309/295 276/313/299 | |
f 276/313/299 271/306/292 238/262/248 272/308/294 | |
f 269/304/290 236/260/246 238/262/248 271/306/292 | |
f 66/155/154 266/301/287 281/321/307 65/156/155 | |
f 282/322/308 285/323/309 284/324/310 283/325/311 | |
f 231/251/237 282/322/308 283/325/311 230/326/312 | |
f 285/323/309 331/327/313 287/328/314 334/329/315 | |
f 261/297/283 262/300/286 289/330/316 288/331/317 | |
f 288/331/317 289/330/316 354/332/318 353/333/319 | |
f 283/325/311 284/324/310 291/253/239 290/256/242 | |
f 290/256/242 233/255/241 234/315/301 349/320/306 | |
f 233/255/241 326/258/244 235/257/243 234/315/301 | |
f 291/253/239 284/324/310 286/334/320 294/335/321 | |
f 289/330/316 262/300/286 265/302/288 293/336/322 | |
f 354/332/318 289/330/316 293/336/322 355/337/323 | |
f 294/335/321 355/337/323 297/338/324 298/339/325 | |
f 281/321/307 266/301/287 263/299/285 267/340/326 | |
f 293/336/322 265/302/288 296/341/327 295/342/328 | |
f 67/179/178 296/341/327 265/302/288 266/301/287 | |
f 341/343/329 340/344/330 298/339/325 297/338/324 | |
f 295/342/328 297/338/324 355/337/323 293/336/322 | |
f 295/342/328 296/341/327 367/392/331 368/393/332 | |
f 295/342/328 368/393/332 341/343/329 297/338/324 | |
f 367/392/331 296/341/327 67/179/178 366/391/183 | |
f 294/335/321 298/339/325 300/347/333 299/348/334 | |
f 292/254/240 291/253/239 294/335/321 299/348/334 | |
f 299/348/334 303/349/335 363/350/336 292/254/240 | |
f 248/275/261 237/259/245 326/258/244 325/278/264 | |
f 360/279/265 363/350/336 260/295/281 361/281/267 | |
f 259/296/282 260/295/281 302/351/337 301/352/338 | |
f 302/351/337 260/295/281 363/350/336 303/349/335 | |
f 301/352/338 302/351/337 305/353/339 304/354/340 | |
f 305/353/339 339/355/220 344/356/341 304/354/340 | |
f 302/351/337 303/349/335 306/357/342 305/353/339 | |
f 305/353/339 306/357/342 339/355/220 | |
f 299/348/334 300/347/333 306/357/342 303/349/335 | |
f 300/347/333 222/358/221 339/355/220 306/357/342 | |
f 222/358/221 300/347/333 298/339/325 340/344/330 | |
f 240/263/249 241/359/343 52/197/194 51/81/80 | |
f 247/276/262 242/360/344 309/361/345 308/277/263 | |
f 257/294/280 259/296/282 345/362/346 307/363/347 | |
f 307/363/347 345/362/346 75/364/201 68/203/200 | |
f 58/119/118 256/292/278 307/363/347 68/203/200 | |
f 256/292/278 257/294/280 307/363/347 | |
f 259/296/282 301/352/338 346/365/348 345/362/346 | |
f 301/352/338 304/354/340 347/366/349 346/365/348 | |
f 347/366/349 304/354/340 344/356/341 | |
f 266/301/287 66/155/154 67/179/178 | |
f 237/259/245 308/277/263 240/263/249 239/261/247 | |
f 309/361/345 241/359/343 240/263/249 308/277/263 | |
f 241/359/343 310/367/350 69/207/204 52/197/194 | |
f 242/360/344 311/368/351 312/369/352 309/361/345 | |
f 242/360/344 247/276/262 243/283/269 313/370/353 | |
f 53/93/92 73/213/210 314/371/354 244/271/257 | |
f 244/271/257 314/371/354 315/372/355 246/289/275 | |
f 246/289/275 315/372/355 357/373/356 356/374/357 | |
f 309/361/345 312/369/352 310/367/350 241/359/343 | |
f 310/375/350 317/264/250 71/86/85 69/218/204 | |
f 311/376/351 319/267/253 320/266/252 312/377/352 | |
f 311/368/351 242/360/344 313/370/353 358/378/358 | |
f 73/222/210 72/91/90 322/270/256 314/379/354 | |
f 314/379/354 322/270/256 323/273/259 315/380/355 | |
f 315/380/355 323/273/259 324/274/260 357/381/356 | |
f 312/377/352 320/266/252 317/264/250 310/375/350 | |
f 340/344/330 336/382/227 222/358/221 | |
f 292/254/240 363/350/336 360/279/265 325/278/264 | |
f 326/258/244 233/255/241 292/254/240 325/278/264 | |
f 330/303/289 327/383/359 232/249/235 | |
f 327/383/359 333/250/236 232/249/235 | |
f 288/331/317 329/384/360 328/385/361 261/297/283 | |
f 329/384/360 327/383/359 328/385/361 | |
f 353/333/319 352/386/362 329/384/360 288/331/317 | |
f 352/386/362 327/383/359 329/384/360 | |
f 261/297/283 328/385/361 330/303/289 264/298/284 | |
f 327/383/359 330/303/289 328/385/361 | |
f 282/322/308 332/387/363 331/327/313 285/323/309 | |
f 332/387/363 327/383/359 331/327/313 | |
f 327/383/359 287/328/314 331/327/313 | |
f 231/251/237 333/250/236 332/387/363 282/322/308 | |
f 333/250/236 327/383/359 332/387/363 | |
f 285/323/309 334/329/315 286/334/320 284/324/310 | |
f 264/298/284 348/252/238 267/340/326 263/299/285 | |
f 230/326/312 267/340/326 348/252/238 231/251/237 | |
f 230/326/312 283/325/311 290/256/242 349/320/306 | |
f 267/340/326 230/326/312 349/320/306 350/319/305 | |
f 351/318/304 281/321/307 267/340/326 350/319/305 | |
f 64/153/152 65/156/155 281/321/307 351/318/304 | |
f 287/328/314 327/383/359 352/386/362 | |
f 334/329/315 287/328/314 352/386/362 353/333/319 | |
f 354/332/318 286/334/320 334/329/315 353/333/319 | |
f 286/334/320 354/332/318 355/337/323 294/335/321 | |
f 243/283/269 249/280/266 250/282/268 359/290/276 | |
f 313/370/353 356/374/357 357/373/356 358/378/358 | |
f 358/388/358 321/269/255 319/267/253 311/376/351 | |
f 324/274/260 321/269/255 358/388/358 357/381/356 | |
f 356/374/357 313/370/353 243/283/269 359/290/276 | |
f 254/288/274 246/289/275 356/374/357 359/290/276 | |
f 364/389/181 197/180/179 198/182/364 | |
f 365/390/182 364/389/181 198/182/364 199/183/365 | |
f 199/183/365 74/184/366 366/391/183 365/390/182 | |
f 343/345/367 367/392/331 366/391/183 74/184/366 | |
f 368/393/332 367/392/331 343/345/367 342/346/368 | |
f 341/343/329 368/393/332 342/346/368 | |
]===] | |
--# Shader | |
lightShader = shader() | |
lightShader.vertexProgram = [[ | |
//This is the current model * view * projection matrix | |
// Codea sets it automatically | |
uniform mat4 modelViewProjection; | |
uniform vec3 light; | |
//This is the current mesh vertex position, color and tex coord | |
// Set automatically | |
attribute vec4 position; | |
attribute vec4 color; | |
attribute vec2 texCoord; | |
attribute vec3 normal; | |
//This is an output variable that will be passed to the fragment shader | |
varying lowp vec4 vColor; | |
varying highp vec2 vTexCoord; | |
varying lowp float vShade; | |
void main() | |
{ | |
//Pass the mesh color to the fragment shader | |
vColor = color; | |
vTexCoord = vec2(texCoord.x,1.-texCoord.y); | |
if (light != vec3(0.,0.,0.)) { | |
lowp vec4 nor = modelViewProjection * vec4(normal,0); | |
vShade = (dot(nor.xyz,light)+0.2)/1.2; | |
if (vShade >1.0) {vShade=1.0;} | |
if (vShade <0.2) {vShade=0.2;} | |
} else { | |
vShade = 1.; | |
} | |
//Multiply the vertex position by our combined transform | |
gl_Position = modelViewProjection * position; | |
} | |
]] | |
lightShader.fragmentProgram = [[ | |
//This represents the current texture on the mesh | |
uniform lowp sampler2D texture; | |
//The interpolated vertex color for this fragment | |
varying lowp vec4 vColor; | |
//The interpolated texture coordinate for this fragment | |
varying highp vec2 vTexCoord; | |
varying lowp float vShade; | |
void main() | |
{ | |
//Sample the texture at the interpolated coordinate | |
lowp vec4 col = texture2D( texture, vTexCoord ); | |
col.rgb = col.rgb*vShade; | |
//Set the output color to the texture color | |
gl_FragColor = col; | |
} | |
]] |
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