$-junctionBraveCaperCat wrote: ↑Fri Dec 06, 2024 10:41 am I'd call it the S-Junction because the elevated rails almost make an S shape.
3 and 4 way intersections
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Re: 3 and 4 way intersections
Post by coppercoil »
Re: 3 and 4 way intersections
Both of those are better than the non existent name I came up with I briefly tried to think of a name, and quickly gave up, hence the mk i. S Junction for the linguists, $ Junction for the capitalists.coppercoil wrote: ↑Fri Dec 06, 2024 11:30 am$-junctionBraveCaperCat wrote: ↑Fri Dec 06, 2024 10:41 am I'd call it the S-Junction because the elevated rails almost make an S shape.
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Re: 3 and 4 way intersections
Post by hansjoachim »
Awesome! I updated the thread, added the T section and T cross and yaongi mk 1 and also the turbo ones. Reply to me if something is missing <3
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Re: 3 and 4 way intersections
Post by hansjoachim »
What do all of you think about quality fuel when testing intersections?
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Re: 3 and 4 way intersections
Post by BraveCaperCat »
Wow, it does look like a $ Junction.coppercoil wrote: ↑Fri Dec 06, 2024 11:30 am$-junctionBraveCaperCat wrote: ↑Fri Dec 06, 2024 10:41 am I'd call it the S-Junction because the elevated rails almost make an S shape.
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Re: 3 and 4 way intersections
Post by hansjoachim »
I didn't add that one since its 2 to 4 lane. It needs its separate catagory.
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Re: 3 and 4 way intersections
Post by Vinyl_Scratch »
When I was working on a grid aligned rail system I came up with the following design for a T intersection that both seems more compact than anything (other than the bottle) posted so far and seems to be a unique design as far as I can tell (you can trim it down a bit if you didn't want to fit it to a 32x32 grid)
I'm currently referring to this design as a compact half trumpet seeing as it looks like two halves of a trumpet intersection superimposed on top of each other but I'm open to better names if anyone has them.
Compact Half Trumpet L variant
Compact Half Trumpet R variant
I'm currently referring to this design as a compact half trumpet seeing as it looks like two halves of a trumpet intersection superimposed on top of each other but I'm open to better names if anyone has them.
Compact Half Trumpet L variant
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Compact Half Trumpet R variant
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Re: 3 and 4 way intersections
What I consider a cleaner Celtic Knot elevated 4-way 2 rail LHT intersection, scored around 95-100 when tested: https://factoriobin.com/post/l0ug0s
- 12-22-2024, 14-36-29.png (467.06 KiB) Viewed 441 times
Re: 3 and 4 way intersections
Made improvements to the grid aligned city block rail book. Added a 4-way intersection, made it rotationally symmetric, and made it align with (0,0) instead of (1,-1). TPM on the 4 way and the 3 way is still around 70-80. Slight downside with this version is that the rail sections use 1 more tile of space. You could probably make some improvements around the signaling for the 3-way and for the corners but I'm pretty sure it won't matter since the trains will be bottlenecked by the 4 way intersections.notnilc wrote: ↑Tue Dec 03, 2024 1:44 pm Made a rail book that fits between city blocks.
The trains per minute on the 3-way intersection is only 70-80 though.
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mSzh0mlEFx/N+Wg2KzTSqwJC7bjWYRHe0uHhkOqWogsOmFMkwbExFDcbQvSPvh1u6d2Qcx/aODOPZ3pFhAt07ohrsI907Mk5ie0eGyWzvyDA93TvyxjgdRlEFYtNBaziW7aAKDrsVZ+TsetOxm3FVIFY313BY5VzDobWznM9uOlo914BY/VzBYYMlqji0hpaTnI2hVXQNiNXRNRxWSddwaC1tKseotJquAbF6uobDKuoaDq2p5URmw+ft14BYTV3DYTV1DYfW1HJysrG0pq4BsZq6hsNq6hoOranlJGTD5+bXgPoNLksFy3Vsb1dwDNvbFRzaPZSzlY2j/cMakGd7qIIT2B6q4ES6hyoBK4nuoQpQZnuogtOzPSTj+I7uoUosjiE3PAcgZC/Q0Kn01RY6crMSbqHndlMnXBGJ1ueVT43c1udCixIrZ5UWsZt8Rs7FNp7d5qsBBVab13BYbV7DobW5nB5uAq3Na0CsNq/hsNq8hkNrczlj3QRam9eAWG1ew2G1eQUn0tpcTqI30dA9VAGybA9VcBzbQxUcT/dQJdwz0D1UAYpsD1VwWE1dw6E1tZcVWmSFuoKTaKH2sv4gKO8PTHAICYJJlqQ7Q1gQDHvsWP1qWuK9rFwSq8ZrOLQa9/JcTiyfg2nCq2AST+jQ6s30lJJ7LvNTSlYW2ZDp4wbhhjBnB5+41y6TMZhMcjpUcdidyFqX0TuRoRLjz9I6VIFwXgfTgNjBZJLYodpudjZUcHp6NsikDKZnXYEaDu0KyNnwpmfZHQxC72BenJyCCrAJiYF5cdgKsTa0evEGnkYjU08YPOu9MiiyGUKf2NaEhj4IkMkPbMeebtVw6NMtmf7A0ke2NRz6ICBWMqN43t5eBmJJrxEmBUsf4NY+kz4WqKTNdpndZIwW2cKzHb2rVGmhYSMi0RYaQ24yjrgiEuuS1z7VkZuM9RaxplVp0TlpgCtZ9IOBNqa4lxz64dpO16Fcl0T48vNlOQ8y040db+x0E8abMSO/PHFZLFAz39nxzs53YbwbnyzPXJaVwcx3dryz810Y79Yy6//zkISOpNabf5TU+s/3jzd/v797+kbJ9XMt+h1SloUsRY9gOrISPYIJT4FkYUzY00gexoSXhISPUULoLXOA8Xi+3h7vADB0vj/Us94F6BCp49uMd7AxPDo+HQwYaN/3XJeA68ug585xl4kC4Gp6HT51TdgAj89iE9F+8Gv9kDY0FJ8ZJm+AJ4S4R9SEMbKekIsAwh7KGLODLjkGRyUWMouj4nMXj2kaw19QVI+j4hMBj3YaA1FQ1IijEqOVcFRitGAX33hitHocFR8tPFrKeHy08Ngp4/HRwiOpjCfMRHxuBXy08BgrE4jRwudWIEYLn1uBGC18bgVitPC5FYnRwudWxEcLj9oyER8tnNzBEA4YHr9lCBcMDeaKR5vzTeapaBGgsVxnRqcATBSr8GChSOMC+SUwR+sY5DUCI7CJVmoeGM4MN7aENwmoUcc8McuzBZzqjt1RQEANu6WAgFp2TwEBdeymAgLq2V0FBDQw2woIYNy8r4Cgp807AAh63rwDgKD32x1sAD522x1sBN5sd4sReLvdLUbgHeUWW0DH40FyR7cYaWig3WIENdJuMYKaaLcYQc20W4yg9rRbDKDiUXdHtxhBNbRbjKBa3NQxOKrDbZJenlxeRQRy9AiQxgbaI0BQI+0RIKiJ9ggQ1Mx6BB1kR6eexH0D65dpRoB4ktnq6VaoRgCkw7LbrfCNgM7P228lXJ/Mb/B3Kl+L4y85rG1r/CWo24aJ21lU33JQ6xhSeo6si3DC69KcXtzkvZkak9lV7VZYU+pxjAevVB/H2FNT+OC3dqsMK8udH3zLUX8RaQi+uMl7HemZAwsAweeSYcxA+uUIZiTdcgQzkV45gplJpxzB7AmfHMA7p4UhfXII3Wz1ySF0u9Unh9DdZp8cgvebfXIIPmz2ySH4uNknh+AT45MjLjnBXXOwW6CG9qxPjqCajvXJIVTD+uQQqmV9cgjVsT45hOpZnxxCDaxPDqFG1ie36xv656Q5oE8OTS6TWZ8c6oKe9ckRVCJmBbedCK4dg1tP58w7mO/sEd/5nIgHdBy9xk895+sBnT0H+Xrn/D3gGZ0HdpgIOp+DN+SRXk/sGR2EmklPAApI7ElXAAHFA1pmXwACNaQzAIFa0huAQB3pDkCgnvAHIMCw1R+A0ONWfwBCT1v9AQg9b/YHIPh+sz+AwPtusz8AwZvN/gAEbxl/AIlcNXjxk4M/ADXUs/4AhBpYfwBCjaw/AKEm1h+AUDPrD0CoPesPQNHsHesPQKiGDV2FUC0bugqhOjZ0FUL1bOgqhBrY0FUIlbYgIdTEhq5CqJkNXYVQezZ0FUrl6NjQVQjVsKGrEKplnWII1bFOMYTqWacYQg2sUwyhRtabTII3eZ7+mruS/jpVhh6ubbm203Uo12P6qzmlyJafDymy5eezFNnhOk/Xpdh1303Pl+LWw7WdrkO5Xstr/bdTBiiS2Wr/UTJbr+8f74Zh/CYlo4l0UYIh5Bvkte6Y+G8c1LfPbN0RUfUEL1W3Ibd1DZTIVcAp2oi0CpwCgcgAIapXE9kqBN89kVlDkN8TWUBEsWsiY4mofU1kVxEs+X5TAusqKjFa+MwiMuyIytluU+rqKiqRuYjPLSbLEp9bTEYoweK8KXt1YV9lZ/otmauTcfb8IMcR7foteavHzaU1uh8ZPS7nry4zzrCpUPh+/66SkyPDZlp3eyqHdZXpLMEJRA5l83Ge61sn7Dd+vrr9effx5urT/fCOZSY/qO2Wtjtty5zWHRG7S9QRJ+KMXaBNT9syp3VHxG87YrL1OCrMl3WMJX3DRmXcclrr6nQzeGw8UY2ASA/whl7Tbcu81h2RdkHUNCdSRPBt/R2RzuIDvaYjqESBJWK0CMp3YrSIMjXEaBFkdN03yFvdmW+RuLozcUvm6pp6MU5Ejcupq8va0ByUoXmrDIm4kQDbkrNsvKL5DMtJraIt+aFGRgp1EG9KYkkNIbHAUBJNwIm4m0avn50NLOdo7NpG60cq42C3lHFwdmRQz5XYNcuViHCewa5pdsmL0wbwvW2Giko12i2ltZydQiBQ80LTrRS3X56H1WkoWoNn2bKQE5OPUrWikIhaFHj+RexZF6ZpuuwOj8pMhnVguGRZ0H9pmiu7k+Ny43Km7Ir3kmdxtciqkQLruyAxxERVCzyKOiXWc+ESZUHHBQHtWb/FUkmyoNuCgBrWa0FALeu0IKCO9VkQUM+6LAhoYD0WBDTiTkBCdUpGLVFzpK1+rVPCchbrijW+83BTe9rUP2AvZ6suf/jRZIVi8XvDbhIjEexEAQw8gJ0phpFgUHSNMrlFKsJZPipkaRkrfUhUZaXu8LicPrG2RmyZl7rDo52IohdEYFbXsQf1kctKBU/qI5eNCp7URy4LFZzJkUs+BU/qI5dzCp7URy7VFDypj1yGKXhSD6Fm9qQ+Nk0y3REBxURkCRH8/LrMRuVE2SYckc/yPmzARi7TdGWT0RBt9vyJtZy8EFcyTtespYyDRhT0ILkrCaao0bUzE2BGGpnpjp1kV65JZ3rS7DRyBTTb8V99qPf8dSWdFKtHZL6u5I9y3WWgwp0WnjuHKo4vUdNKsihWXkeuwmUD2Da5aWYlLxQtN/V1JRMUrCD0dSX1E9YysxjL08HSVZzkEo2OLQ1egTH09x0/b71GJhHfMfvx8tzHIzqWYfzWwbTQXHVsvWUraya3oZBfDYqcBjWYvFFMLFJG2LFzwsr6yJNzogbDFha3su7wZBGzGozjpXbev0PmKBF3MTdT1iR4pMUyTNy4nFpZ33o+YXnuPScrEc/W93NvDqgyQ+zg2clRaXdgq/4J7V5JmoSK/o2wujzJ5e8kS/7Nn4kPSOBZpRYFKrCrhpN1NJ4PuQyT2ObIWhRPeVyGocVf1qKRXBtqMOza4GQ1F1lhr8BgweWz/PVfV/ISFzCWIQJptHvInoqR89A8YmzERBeG9qFFeeazQIHliJzGr2VLJVdqwp9FD2A2s0esj2R4U9fLKz3OsO0XYRxX6LXWXZ7s9krh90Rs+C7iRCCYqjsgqKUOjwpYbjVZL7wGw86BStH7TFYLr8GwxcIrVdCzJafk6yLtooLMjlaQberXvzj2X3xx4/cGXgcNPSlCRU4HvR4QeR3MiRS7irhkVuxkGyj3ZHNkmL5jmyNr2t6QzanAWLI5ciF5QxzhT1ZLkG2qs1N7yPgZYNaXW5wrevkbI9tXsiLsWV+jhkP6GjUYUrArRec7VrCjl3EMudMQPeKx247dla21z5E7Cmj7PLejMMKKQOSWVO07I7ejUG8PqcdLe845VGLhUIkTP0osHCpx4keJhUMlTvwo03WYrn15PkzP+/J8mJ73Z88MP1+WHWcz3djxxk43Ybwpj41PXBZz3cx3dryz810Y78LpLk/w41+Md2a+s+Odne8OTy4TtfzrRGiCkLS4/w8kLejOaE+UmQaP8voNTC1LfIJEE/FDy9yepIXgEYAXR4LxANYcBDcDvGi6b0DQwvBdwOspQ80BW40Miwi8sjKEJ/CGxDfhZmFoZODZxDDewNOJIeeB5xPDIwRPqPAtaFkIbiaclYVgkcJJWQi+K5yThWDmsmxlH5KVBay5y9GygDV3EdC4jdjD40wnYAYDWy/awiWYmXLReEgOQfbi4O1yoli0Az3C1JFUL7ZRxraMjpZCqKe0G+KA1qEp7XJGu1tmaVkrK+CIfiEqV24haVkDzVs4WtZMb4KmB552DC8FfszrvwE5i/0W3CwMMYlj/ZmmzCwM3UtgPZqmvCzuW9CyMHw/+EpmtpCyLG9ULTApmWValrW1jCgyHGh7kWNlAe1FBJS2FxFQ2l5EQGl7EQGNVEKfyJzgFYwrdaIHs0y4ApzmLTFRvAg9WjyPbMzL0dHvbfJaKhRjkQ3EArEG7XhbHNPuRcIZD0boNKbMCeh4N2UIQolWUsfwHcXEuigYPVPMfPqPmMZul+lWwOx1gGwDjLetJ/G7ZbqVNU8k4U21pHnPsa1g1j2C6Unj3lJMK5htj2BG0rRvSrOC04zg0VU4HwoeaoUTt+BhVzjDDB6D5bYwrGBGPcKwgYazU/xC2ZMWPaJGcIYVnLQpR9KeRzBT+8LueGwVzteFx1kRhd07ypaXuTlWSFaWl7s2HCOW3AiGGF0cuQ/ckHuFZLQJ5OYy0lI6N33VrOoTCpnhooI9n4lIlCzse3DvmCAq6DaUhcxbiFYWwixkLohKFXdLrrZtOVYIeg2cYoVhAglkYEBbgpVvwq/CUMFkMjCgLbsKQbCDh4UQXEB4WAhBW4SHhRAMS3hYCEEGhYeFEEX6DGsXQqCsYQiBpq2p1kiuk+G3MGTaFllvG3ITw3RAm9dYV+o9YpBkPJyDZWdFVLuFkuVDlZLFIujfl5Fl9z0pWcC2xTVKFoxwJyCj8U7Q8k7Q8k7Q8k7Q8k7Q8k7Q8k7Q8k7Q8k7Q8k7Q8k7Q8s9B0LJSueib8bOA9APvBC3vBC3vBC3vBC3fj6BFzVfivxfXS/hOXC/vBC3vBC3vBC3vBC3vBC0MkYr/Rkwv/2QELYNLbS7jxJEyXh+IVYYbW36wh+sDycpwE8oP4XjtTtcH8pWCWH4w07Ut13a6Pv4BT9DiXhC0uBcELe4FQYtrSdDi/+8QtLw2t8+5WC6FB99aW6e/sDh7izItxYLu8eaklMvj9fCq49NnTyx+yd+er26H5g6/3t0//jpOw+v7Xx+uHq8GO2/4338Z/+O5DL2JL99VMQgZRHuG6GodRQD6MzwvOWgU1iAinx7vnx/KjBn+6IcPt/fXvwwP/Pp8+3TzcHszDu/LL1js/1k3EW1IwYt9/lJvEoDZiD1+vlHFjF+W+7ugXX++urnb1MbJaJ9RqwfknJidDeWff/j3uzJG81Inex7uu+R0+VYpXeEPzehqldCV6MSqJgld+bvkc/VMr6Vc7zXTNTvdpha9w6JfwbLfibfbfVva7vcl9rsusbb5EptjbrvERt9yibUv+ug/BpD9xx+uT11VmQXwRmHfN519AZx9g/J4n3/v8++fdv7FdsdwW9bkClb+Q8+seuBthwY3eJ/tvs/hyAsivT/ubOQsalp5rGTdFhGrYMELz2kFaNMdgV7x2rx3w0xP4omJ3TTTK1hbWFXK7t0y3x64g1V6+H1Jf1/S/6mWdMfT/IwqTq1h3Bain8pcdgTVz7SZr2z7FrKfWts9vU9DKqLKN/B8P40GPm7YIho77/yQq5wXTTUIxpOjbr60l1MxgvEAqZsvw+VUlWA8R+rGy7Emwfg3Y0WC8cGxHsF01DX82k8HXcOv/XTMNfzaj7/25YXTCVdfXjMdb/UFfD7bKhUSzARfGlGu7XQdyvX4zNjsND0ztjZNz4yNTNMzpR3DKmama1uu7XQdyvV0claeOZyblWcOp2blmel0rUBc2qk9BaJc2+k6lOvxGVeemdpTIMq1na5DuR6fGduTp2fG9uTpmbE9eXqmtGc+bywQl/MRY4G4nE8SC8Slm3qwQJRrO12Hcl2eKT9fuum7ys/l2k7XoVyPz7jTu8rPh3eVn6d3DRLzNOjBSSxfS9YxZfKgOvY/39yNLMR/v3r8uLu+v7t+3D/td4/lBHaM8Rb5AjQIvRphzs1UQRg9hNVDOD2E10MEPUTUQ+hl0+iF0+il0+ql0+ql0+ql0+ql0+ql0+ql0+ql0+ql0+ql0+ql0+ml0+ml0+ml0+ml0+ml0+ml0+ml0+ml0+ml0+ml0+ul0+ul0+ul0+ul0+ul0+ul0+ul0+ul0+ul0+ulM+ilM+ilM+ilM+ilM+ilM+ilM+ilM+ilM+ilM+ilM+qlM+qlM+qlM+qlM+qlM+qlM+qlM+qlM+qlM+qlM+mlM+mlM+mlM+mlM+mlM+mlM+mlM+mlM+mlM+mlM+ulM+ulM+ulM+ulM+ulM+ulM+ulMzfY7dRLZ9ZLZ6+Xzl4vnX0D3Xnk1FM2Iqsb0esb0asbMRIBKluhwkgnaj9tM4y+GXYd4nb/82IrFBBzI5y+EU7dCK9vhFc3IugbEdSNiPpGRHUjkr4RSd2IrG9EVjei1zei1zbCdupGaCDSib1P2QijboReY1q1xrR6jWnVGtPqNaZVa0yr15hWrTGtXmNatca0eo1p1RrT6jWmVWtMq9eYVq0xnV5jOrXGdHqN6dQa0+k1plNrTKfXmE6tMZ1eYzq1xnR6jenUGtPpNaZTa0yn15hOrTGdXmM6tcZ0eo3p1BrT6zWmV2tMr9eYXq0xvV5jerXG9HqN6dUa0+s1pldrTK/XmF6tMb1eY3q1xvR6jenVGtPrNaZXa0yv15hev5kZ9Coz6Pcyg15nBv1WZtArTQRirRV6rYlArLVCrzYRiLVW6PUmArHWCr3iRCDWWqHXnEF/DBT0qjPoz4GCXncGve6Met0Z9boz6nVn1OvOqNedUa87o153Rr3ujHrdGfW6M+p1Z9TrzqjXnVGvO6Ned0a97ox63Rn1ujPqdWfU686k151JrzuTXncmve5Met2Z9Loz6XVn0uvOpNedSa87k153Jr3uTHrdmfS6M+l1Z9LrzqTXnUmvO5Nedya97sx63Zn1ujPrdWfW686s151ZrzuzXndmve7Met2Z9boz63Vn1uvOrNedWa87s1535gahm3rdmfW6M+t1Z9brzl6vO3u97uz1urPX685eoTuzGqFXI8yMEioIo4eweginh/B6iKCHiHoIvWwavXAavXRavXRavXRavXRavXRavXRavXRavXRavXRavXRavXQ6vXQ6vXQ6vXQ6vXQ6vXQ6vXQ6vXQ6vXQ6vXQ6vXR6vXR6vXR6vXR6vXR6vXR6vXR6vXR6vXR6vXR6vXQGvXQGXDrXKCV0GK4Bhm+AERpgxAYYqQFGboDR6zFi1wCjgZzGBnIaG8hpbCCnsYGcxgZyGhvIaWwgp7GBnKYGcpoayGlqIKepgZymBnKaGshpaiCnqYGcpgZymhrIaW4gp7mBnOYGcpobyGluIKe5gZzmBnKaG8hpbiCnuYGc9g3ktG8gpz0tpytFU8/J9NcLp8b3wqnNCqfqiiG6P7IYom9VDDG0qg8YW5UHTO2qA+ZW5ZH6htWRuj+0OpL5Y6sjmWblgkzDckHGt6qeY0K76jlc9a7l6jlc/a7l6h1Q/a6G1TtM3656h+1aFbOwx2IW8VjLwh5rWcRjKQt7LGUxF1M4FsKwx+oX9ljyotS5CMc6F+FY5yJM9d2HX6eSDwV3KvhQfkvHKhj5WAUjH6tgTIUe0rFGRjrWyEjHGhlj2fnpk8ZC89OXjOXk7amIhjsV0XCnIhpzSfjyYWYu8VE+zcyVPcpnmLmgRykAYcJcbL48E+ZS8+WZ6RsLxLEYhz8rxuHPinGUjrBzDZHSFXYuHVI6w3anYhyHgh3xrGBHPCvYUTrF9KdiHKY/FeMwU8+Un4/v6s/e1R/ehdprP3z5ZZC3p0G6EMMtSXbg7sP9/S9n4G+rBi2aXksWlWyDvah2/cr8urouNuBPp/pK1Y/6+r8mmL5d
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- hansjoachim
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Re: 3 and 4 way intersections
Post by hansjoachim »
Hey, so I looked at the 4 way. atm the ramps doesnt really help its throughput as it barly beats the Christmas interesction, which scores 73 in set 1. The double roundabouts are very costly to its throughput.notnilc wrote: ↑Sun Dec 22, 2024 4:54 pmMade improvements to the grid aligned city block rail book. Added a 4-way intersection, made it rotationally symmetric, and made it align with (0,0) instead of (1,-1). TPM on the 4 way and the 3 way is still around 70-80. Slight downside with this version is that the rail sections use 1 more tile of space. You could probably make some improvements around the signaling for the 3-way and for the corners but I'm pretty sure it won't matter since the trains will be bottlenecked by the 4 way intersections.notnilc wrote: ↑Tue Dec 03, 2024 1:44 pm Made a rail book that fits between city blocks.
The trains per minute on the 3-way intersection is only 70-80 though.
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
screenshot-tick-205740633.png
- 01-03-2025, 22-30-17.png (1.88 MiB) Viewed 158 times
- hansjoachim
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Re: 3 and 4 way intersections
Post by hansjoachim »
Nice, added it!hldswrth wrote: ↑Sun Dec 22, 2024 2:36 pm What I consider a cleaner Celtic Knot elevated 4-way 2 rail LHT intersection, scored around 95-100 when tested: https://factoriobin.com/post/l0ug0s
12-22-2024, 14-36-29.png
- hansjoachim
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Re: 3 and 4 way intersections
Post by hansjoachim »
They look good, added them=)Vinyl_Scratch wrote: ↑Wed Dec 18, 2024 11:29 am When I was working on a grid aligned rail system I came up with the following design for a T intersection that both seems more compact than anything (other than the bottle) posted so far and seems to be a unique design as far as I can tell (you can trim it down a bit if you didn't want to fit it to a 32x32 grid)
I'm currently referring to this design as a compact half trumpet seeing as it looks like two halves of a trumpet intersection superimposed on top of each other but I'm open to better names if anyone has them.
Compact Half Trumpet L variant
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Compact Half Trumpet R variant
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- ↳ 1 / 0 magic
- ↳ Duplicates
- ↳ Minor issues
- ↳ Desyncs with mods
- ↳ Won't fix.
- ↳ Resolved Problems and Bugs
- Factorio Direction
- ↳ Ideas and Suggestions
- ↳ Outdated/Not implemented
- ↳ Frequently Suggested / Link Collections
- ↳ Implemented Suggestions
- ↳ Implemented in 2.0
- ↳ Development Proposals
- ↳ Balancing
- Contributions
- ↳ Mods
- ↳ Download mods
- ↳ Mod portal Discussion
- ↳ Mods
- ↳ Mod Packs / Libs / Special Interest
- ↳ 5dim's mod
- ↳ Angels Mods
- ↳ Atomic Power
- ↳ Bob's mods
- ↳ DyWorld
- ↳ F.A.R.L
- ↳ Fentus Challenge & Tool Mods
- ↳ Logistic Train Network
- ↳ MoMods
- ↳ Reika's Mods
- ↳ Resource Spawner Overhaul
- ↳ Yuoki Industries
- ↳ PyMods
- ↳ Questions, reviews and ratings
- ↳ Modding Discussions
- ↳ Modding discussion
- ↳ Modding help
- ↳ Ideas and Requests For Mods
- ↳ Modding interface requests
- ↳ Implemented mod requests
- ↳ Already exists
- ↳ Won't implement
- ↳ Documentation Improvement Requests
- ↳ Resolved Requests
- ↳ Development tools
- ↳ Tools
- ↳ Mod and installation managers
- ↳ Cheatsheets / Calculators / Viewers
- ↳ Development tools
- ↳ Special interest mods and libraries
- ↳ Modding Development
- ↳ Multiplayer / Dedicated Server
- ↳ Multiplayer Board
- ↳ Archive
- ↳ Maps and Scenarios
- ↳ Translations
- ↳ Texture Packs
- ↳ Fan Art
- ↳ Wiki Talk
- ↳ To be sorted
- ↳ Campaign / Scenario suggestions