Train-World collisions: Collide only with 'normal'-drawtype nodes. - advtrains.git

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author	orwell96 <orwell@bleipb.de>	2021-06-29 16:12:29 +0200
committer	orwell96 <orwell@bleipb.de>	2021-06-29 16:12:29 +0200
commit	9b0ec771d70c4bdc97a08f480a1a9c31b1ee8ca1 (patch)
tree	f34e6f6b638a7bb9ce99c36dec77c4670c6eb836 /assets/interlocking.lyx
parent	0efe7ef1f3bf8d12d4aaf1b58a600c514953201c (diff)
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Train-World collisions: Collide only with 'normal'-drawtype nodes.

As per discussion on the forum (https://forum.minetest.net/viewtopic.php?p=396745#p396745), changes the train-world collision logic to make trains only collide with nodes that are solid cubes. This allows for more creative freedom, but shifts the responsibility of building realistic railways to the players. In the future, a more sophisticated environment collision system might be invented, but this is low-priority and should be optional to save CPU.

Diffstat (limited to 'assets/interlocking.lyx')

0 files changed, 0 insertions, 0 deletions

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f 45/17/27 44/53/27 59/45/27 60/44/27 f 44/53/28 43/54/28 58/46/28 59/45/28 f 43/54/29 42/55/29 57/47/29 58/46/29 f 42/55/30 41/23/30 56/26/30 57/47/30 f 12/56/31 50/57/31 55/49/31 14/48/31 f 50/57/32 49/58/32 54/50/32 55/49/32 f 49/58/33 48/59/33 53/51/33 54/50/33 f 48/59/34 47/60/34 52/52/34 53/51/34 f 47/60/35 46/4/35 51/22/35 52/52/35 f 5/61/36 9/24/36 41/23/36 31/62/36 f 31/62/37 41/23/37 42/55/37 32/63/37 f 32/63/38 42/55/38 43/54/38 33/64/38 f 33/64/39 43/54/39 44/53/39 34/65/39 f 34/65/40 44/53/40 45/17/40 35/6/40 f 3/66/41 7/2/41 36/1/41 26/67/41 f 26/67/42 36/1/42 37/68/42 27/69/42 f 27/69/43 37/68/43 38/70/43 28/71/43 f 28/71/44 38/70/44 39/72/44 29/73/44 f 29/73/45 39/72/45 40/14/45 30/13/45 f 1/74/46 5/61/46 31/62/46 21/75/46 f 21/75/47 31/62/47 32/63/47 22/76/47 f 22/76/48 32/63/48 33/64/48 23/77/48 f 23/77/49 33/64/49 34/65/49 24/78/49 f 24/78/50 34/65/50 35/6/50 25/5/50 f 8/15/51 40/14/51 50/57/51 12/56/51 f 40/14/52 39/72/52 49/58/52 50/57/52 f 39/72/53 38/70/53 48/59/53 49/58/53 f 38/70/54 37/68/54 47/60/54 48/59/54 f 37/68/55 36/1/55 46/4/55 47/60/55 f 159/79/56 160/80/56 120/81/56 119/82/56 f 92/83/57 158/84/57 118/85/57 96/86/57 f 160/80/58 161/87/58 121/88/58 120/81/58 f 158/84/59 159/79/59 119/82/59 118/85/59 f 105/89/60 85/90/60 89/91/60 72/92/60 f 146/93/61 106/94/61 84/95/61 80/96/61 f 80/97/62 84/98/62 85/99/62 81/100/62 f 112/101/63 100/102/63 86/103/63 82/104/63 f 83/105/64 79/106/64 82/107/64 86/108/64 f 90/109/65 87/110/65 83/105/65 86/108/65 f 106/94/66 73/111/66 88/112/66 84/95/66 f 85/99/62 84/98/62 88/113/62 89/114/62 f 72/92/67 89/91/67 91/115/67 163/116/67 f 78/117/68 87/118/68 93/119/68 157/120/68 f 163/116/69 91/115/69 95/121/69 123/122/69 f 157/120/70 93/119/70 97/123/70 117/124/70 f 118/85/71 117/124/71 97/123/71 96/86/71 f 87/110/72 90/109/72 92/125/72 96/86/72 97/123/72 93/126/72 f 88/113/62 94/127/62 98/128/62 95/121/62 91/129/62 89/114/62 f 155/130/73 156/131/73 116/132/73 171/133/73 f 153/134/74 154/135/74 170/136/74 169/137/74 f 156/131/75 157/120/75 117/124/75 116/132/75 f 154/135/76 155/130/76 171/133/76 170/136/76 f 94/138/77 152/139/77 168/140/77 98/128/77 f 120/81/71 171/133/71 116/132/71 119/82/71 f 152/139/78 153/134/78 169/137/78 168/140/78 f 119/82/71 116/132/71 117/124/71 118/85/71 f 165/141/79 166/142/79 160/80/79 159/79/79 f 83/143/80 87/118/80 78/117/80 111/144/80 f 167/145/81 71/146/81 162/147/81 161/87/81 f 166/142/82 167/145/82 161/87/82 160/80/82 f 71/146/83 72/92/83 163/116/83 162/147/83 f 131/148/84 130/149/84 134/150/84 135/151/84 f 124/152/85 128/153/85 129/154/85 125/155/85 f 125/156/86 129/157/86 130/158/86 126/159/86 f 126/160/87 130/149/87 131/148/87 127/161/87 f 128/162/3 124/163/3 127/164/3 131/165/3 f 135/166/3 132/167/3 128/162/3 131/165/3 f 128/153/88 132/168/88 133/169/88 129/154/88 f 130/158/86 129/157/86 133/170/86 134/171/86 f 135/151/89 134/150/89 136/172/89 137/173/89 f 133/169/90 132/168/90 138/174/90 139/175/90 f 137/173/84 136/172/84 140/176/84 141/177/84 f 139/175/88 138/174/88 142/178/88 143/179/88 f 140/176/71 143/179/71 142/178/71 141/177/71 f 132/167/3 135/166/3 137/180/3 141/177/3 142/178/3 138/181/3 f 133/170/86 139/182/86 143/179/86 140/176/86 136/183/86 134/171/86 f 122/184/71 169/137/71 170/136/71 121/88/71 f 95/121/71 98/128/71 168/140/71 123/122/71 f 121/88/71 170/136/71 171/133/71 120/81/71 f 123/122/71 168/140/71 169/137/71 122/184/71 f 77/185/91 78/117/91 157/120/91 156/131/91 f 90/186/92 164/187/92 158/84/92 92/83/92 f 76/188/93 77/185/93 156/131/93 155/130/93 f 75/189/94 76/188/94 155/130/94 154/135/94 f 164/187/95 165/141/95 159/79/95 158/84/95 f 88/112/96 73/111/96 152/139/96 94/138/96 f 73/111/97 74/190/97 153/134/97 152/139/97 f 162/147/98 163/116/98 123/122/98 122/184/98 f 161/87/99 162/147/99 122/184/99 121/88/99 f 74/190/100 75/189/100 154/135/100 153/134/100 f 104/191/101 105/89/101 72/92/101 71/146/101 f 100/102/102 101/192/102 165/141/102 164/187/102 f 103/193/103 104/191/103 71/146/103 167/145/103 f 86/103/104 100/102/104 164/187/104 90/186/104 f 147/194/105 107/195/105 106/94/105 146/93/105 f 148/196/106 108/197/106 107/195/106 147/194/106 f 102/198/107 103/193/107 167/145/107 166/142/107 f 101/192/108 102/198/108 166/142/108 165/141/108 f 144/199/109 104/191/109 103/193/109 115/200/109 f 149/201/110 109/202/110 108/197/110 148/196/110 f 151/203/111 111/144/111 110/204/111 150/205/111 f 79/206/112 83/143/112 111/144/112 151/203/112 f 150/205/113 110/204/113 109/202/113 149/201/113 f 114/207/114 102/198/114 101/192/114 113/208/114 f 113/208/115 101/192/115 100/102/115 112/101/115 f 115/200/116 103/193/116 102/198/116 114/207/116 f 108/197/117 75/189/117 74/190/117 107/195/117 f 145/209/118 105/89/118 104/191/118 144/199/118 f 109/202/119 76/188/119 75/189/119 108/197/119 f 110/204/120 77/185/120 76/188/120 109/202/120 f 111/144/121 78/117/121 77/185/121 110/204/121 f 81/210/122 85/90/122 105/89/122 145/209/122 f 107/195/123 74/190/123 73/111/123 106/94/123 o dtrack_sy_30.sleepers_Cube.038 v 0.201944 -0.510000 1.256096 v -1.124696 -0.510000 0.594658 v -1.071152 -0.510000 0.487266 v 0.255488 -0.510000 1.148704 v 0.201944 -0.460000 1.256096 v -1.124696 -0.460000 0.594657 v -1.071152 -0.460000 0.487266 v 0.255488 -0.460000 1.148703 v 0.321944 -0.510000 1.016096 v -1.004696 -0.510000 0.354658 v -0.951152 -0.510000 0.247266 v 0.375488 -0.510000 0.908704 v 0.321944 -0.460000 1.016096 v -1.004696 -0.460000 0.354657 v -0.951152 -0.460000 0.247266 v 0.375488 -0.460000 0.908703 v 0.441944 -0.510000 0.776096 v -0.884696 -0.510000 0.114658 v -0.831152 -0.510000 0.007266 v 0.495488 -0.510000 0.668704 v 0.441944 -0.460000 0.776096 v -0.884696 -0.460000 0.114657 v -0.831152 -0.460000 0.007266 v 0.495488 -0.460000 0.668703 v 0.561944 -0.510000 0.536096 v -0.764696 -0.510000 -0.125342 v -0.711152 -0.510000 -0.232734 v 0.615488 -0.510000 0.428704 v 0.561944 -0.460000 0.536096 v -0.764696 -0.460000 -0.125343 v -0.711152 -0.460000 -0.232734 v 0.615488 -0.460000 0.428703 v 0.637587 -0.512551 0.412306 v -0.582496 -0.506060 -0.429612 v -0.514341 -0.505618 -0.528378 v 0.705743 -0.512109 0.313540 v 0.637663 -0.462552 0.412582 v -0.582421 -0.456061 -0.429337 v -0.514266 -0.455619 -0.528102 v 0.705818 -0.462110 0.313816 v -0.230055 -0.510000 -0.818151 v 0.818151 -0.510000 0.230055 v 0.733298 -0.510000 0.314908 v -0.314908 -0.510000 -0.733299 v -0.230055 -0.460000 -0.818151 v 0.818151 -0.460000 0.230055 v 0.733298 -0.460000 0.314908 v -0.314908 -0.460000 -0.733298 v -0.069408 -0.510000 -0.978798 v 0.978798 -0.510000 0.069408 v 0.893945 -0.510000 0.154261 v -0.154261 -0.510000 -0.893945 v -0.069408 -0.460000 -0.978798 v 0.978798 -0.460000 0.069409 v 0.893945 -0.460000 0.154261 v -0.154261 -0.460000 -0.893945 vt 0.958794 0.962518 vt 0.883696 0.962519 vt 0.883694 0.034812 vt 0.958793 0.034812 vt 0.990085 0.962519 vt 0.990085 0.034812 vt 0.958793 0.003520 vt 0.883694 0.003521 vt 0.852403 0.034812 vt 0.852404 0.962519 vt 0.958794 0.993809 vt 0.883696 0.993810 vt 0.958794 0.962518 vt 0.883696 0.962519 vt 0.883694 0.034812 vt 0.958793 0.034812 vt 0.990085 0.962519 vt 0.990085 0.034812 vt 0.958793 0.003520 vt 0.883694 0.003521 vt 0.852403 0.034812 vt 0.852404 0.962519 vt 0.958794 0.993809 vt 0.883696 0.993810 vt 0.958794 0.962518 vt 0.883696 0.962519 vt 0.883694 0.034812 vt 0.958793 0.034812 vt 0.990085 0.962519 vt 0.990085 0.034812 vt 0.958793 0.003520 vt 0.883694 0.003521 vt 0.852403 0.034812 vt 0.852404 0.962519 vt 0.958794 0.993809 vt 0.883696 0.993810 vt 0.958794 0.962518 vt 0.883696 0.962519 vt 0.883694 0.034812 vt 0.958793 0.034812 vt 0.990085 0.962519 vt 0.990085 0.034812 vt 0.958793 0.003520 vt 0.883694 0.003521 vt 0.852403 0.034812 vt 0.852404 0.962519 vt 0.958794 0.993809 vt 0.883696 0.993810 vt 0.958794 0.962518 vt 0.883696 0.962519 vt 0.883694 0.034812 vt 0.958793 0.034812 vt 0.990085 0.962519 vt 0.990085 0.034812 vt 0.958793 0.003520 vt 0.883694 0.003521 vt 0.852403 0.034812 vt 0.852404 0.962519 vt 0.958794 0.993809 vt 0.883696 0.993810 vt 0.958794 0.962518 vt 0.883696 0.962519 vt 0.883694 0.034812 vt 0.958793 0.034812 vt 0.990085 0.962519 vt 0.990085 0.034812 vt 0.958793 0.003520 vt 0.883694 0.003521 vt 0.852403 0.034812 vt 0.852404 0.962519 vt 0.958794 0.993809 vt 0.883696 0.993810 vt 0.958794 0.962518 vt 0.883696 0.962519 vt 0.883694 0.034812 vt 0.958793 0.034812 vt 0.990085 0.962519 vt 0.990085 0.034812 vt 0.958793 0.003520 vt 0.883694 0.003521 vt 0.852403 0.034812 vt 0.852404 0.962519 vt 0.958794 0.993809 vt 0.883696 0.993810 vn 0.0000 1.0000 0.0000 vn -0.4462 -0.0000 0.8949 vn -0.8949 -0.0000 -0.4462 vn 0.4462 0.0000 -0.8949 vn 0.8949 0.0000 0.4462 vn 0.0015 1.0000 0.0055 vn -0.5680 -0.0037 0.8230 vn -0.8231 0.0044 -0.5679 vn 0.5680 0.0037 -0.8230 vn 0.8231 -0.0044 0.5679 vn 0.7071 -0.0000 -0.7071 vn 0.7071 -0.0000 0.7071 vn -0.7071 -0.0000 0.7071 vn -0.7071 0.0000 -0.7071 usemtl Sleepers s off f 176/211/124 179/212/124 178/213/124 177/214/124 f 172/215/125 176/211/125 177/214/125 173/216/125 f 173/217/126 177/214/126 178/213/126 174/218/126 f 174/219/127 178/213/127 179/212/127 175/220/127 f 176/211/128 172/221/128 175/222/128 179/212/128 f 184/223/124 187/224/124 186/225/124 185/226/124 f 180/227/125 184/223/125 185/226/125 181/228/125 f 181/229/126 185/226/126 186/225/126 182/230/126 f 182/231/127 186/225/127 187/224/127 183/232/127 f 184/223/128 180/233/128 183/234/128 187/224/128 f 192/235/124 195/236/124 194/237/124 193/238/124 f 188/239/125 192/235/125 193/238/125 189/240/125 f 189/241/126 193/238/126 194/237/126 190/242/126 f 190/243/127 194/237/127 195/236/127 191/244/127 f 192/235/128 188/245/128 191/246/128 195/236/128 f 200/247/124 203/248/124 202/249/124 201/250/124 f 196/251/125 200/247/125 201/250/125 197/252/125 f 197/253/126 201/250/126 202/249/126 198/254/126 f 198/255/127 202/249/127 203/248/127 199/256/127 f 200/247/128 196/257/128 199/258/128 203/248/128 f 208/259/129 211/260/129 210/261/129 209/262/129 f 204/263/130 208/259/130 209/262/130 205/264/130 f 205/265/131 209/262/131 210/261/131 206/266/131 f 206/267/132 210/261/132 211/260/132 207/268/132 f 208/259/133 204/269/133 207/270/133 211/260/133 f 216/271/124 219/272/124 218/273/124 217/274/124 f 212/275/134 216/271/134 217/274/134 213/276/134 f 213/277/135 217/274/135 218/273/135 214/278/135 f 214/279/136 218/273/136 219/272/136 215/280/136 f 216/271/137 212/281/137 215/282/137 219/272/137 f 224/283/124 227/284/124 226/285/124 225/286/124 f 220/287/134 224/283/134 225/286/134 221/288/134 f 221/289/135 225/286/135 226/285/135 222/290/135 f 222/291/136 226/285/136 227/284/136 223/292/136 f 224/283/137 220/293/137 223/294/137 227/284/137 o dtrack_sy_30.blades_r_BezierCurve.002 v 0.186189 -0.358797 0.482503 v 0.307555 -0.358903 0.278896 v 0.391826 -0.359097 0.117441 v 0.435669 -0.359229 0.027682 v 0.468443 -0.359350 -0.051176 v 0.500402 -0.359506 -0.152223 v 0.516961 -0.359681 -0.274925 v 0.529829 -0.359959 -0.500477 v 0.181517 -0.358797 0.483678 v 0.239212 -0.358845 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