Could we add the rule that all images and blueprints must be attached instead of 3rd party services please.Kano96 wrote: ↑Sat Nov 27, 2021 8:54 pm Another related issue is also the question of rail signal placement. You can place signals in multiple different ways, like purely performance optimized or allowing trains to repath while waiting or like they would be in an actual rail set. All of these make some sense from a gameplay perspective but deliver different test results. Until now, we just let the author decide how to signal them for the most part, but we'll probably have to enforce one of the methods to keep test results comparable.
3 and 4 way intersections
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Please provide - only if it makes sense of course - a blueprint of your creation.
Please provide - only if it makes sense of course - a blueprint of your creation.
Re: 3 and 4 way intersections
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Re: 3 and 4 way intersections
Post by FuryoftheStars »
I don't care so much about attached vs 3rd party, but I would like to see images with all blueprints. Can't exactly see someone's intersection from just a blueprint when I'm not in a position to fire up the game....mrvn wrote: ↑Sun Nov 28, 2021 2:38 amCould we add the rule that all images and blueprints must be attached instead of 3rd party services please.Kano96 wrote: ↑Sat Nov 27, 2021 8:54 pm Another related issue is also the question of rail signal placement. You can place signals in multiple different ways, like purely performance optimized or allowing trains to repath while waiting or like they would be in an actual rail set. All of these make some sense from a gameplay perspective but deliver different test results. Until now, we just let the author decide how to signal them for the most part, but we'll probably have to enforce one of the methods to keep test results comparable.
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Re: 3 and 4 way intersections
+1FuryoftheStars wrote: ↑Sun Nov 28, 2021 6:35 amI don't care so much about attached vs 3rd party, but I would like to see images with all blueprints. Can't exactly see someone's intersection from just a blueprint when I'm not in a position to fire up the game....mrvn wrote: ↑Sun Nov 28, 2021 2:38 amCould we add the rule that all images and blueprints must be attached instead of 3rd party services please.Kano96 wrote: ↑Sat Nov 27, 2021 8:54 pm Another related issue is also the question of rail signal placement. You can place signals in multiple different ways, like purely performance optimized or allowing trains to repath while waiting or like they would be in an actual rail set. All of these make some sense from a gameplay perspective but deliver different test results. Until now, we just let the author decide how to signal them for the most part, but we'll probably have to enforce one of the methods to keep test results comparable.
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Re: 3 and 4 way intersections
Post by hansjoachim »
There is a post character limit so we wouldn't have enough space for all intersections. We have backups so it's fine. If you mean replies i don't see the problem with factoriobin also i don't like setting rules that can't be enforced.mrvn wrote: ↑Sun Nov 28, 2021 2:38 am
Could we add the rule that all images and blueprints must be attached instead of 3rd party services please.
Yeah, that would be nice, but won't make it a requirement.FuryoftheStars wrote: ↑Sun Nov 28, 2021 6:35 am
I don't care so much about attached vs 3rd party, but I would like to see images with all blueprints. Can't exactly see someone's intersection from just a blueprint when I'm not in a position to fire up the game....
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Re: 3 and 4 way intersections
Post by hansjoachim »
Yeah, i have been thinking about that intersection. Adding it:)mmmPI wrote: ↑Sat Nov 27, 2021 9:47 pm
There is this other junction that was made after Koub made a thread about rail spacing. The goal was to make a 32x32 junction for it to be chunk-aligned. This is not my creation but it was the result that was choosen.(i think it was from hansjoachim)The rail spacing is 6 tile too, there was unsuccessful attempt to make it smaller by me. . I didn't found it in the googledoc, it look like the "compact spiral" in the 2 lane unbuffered junctions from the csv/previous thread but with improved signaling it should score much better.
Re: 3 and 4 way intersections
I also had this one, managed to get 1:50, 2:39, 3:48, s:46 with optimal exit blocks.
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Re: 3 and 4 way intersections
Post by hansjoachim »
Thanks:)SaiMoen wrote: ↑Fri Dec 03, 2021 6:15 pm I also had this one, managed to get 1:50, 2:39, 3:48, s:46 with optimal exit blocks.
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That is the same one as already on the list. Crushed wide improved just RHD. I added it as an RHD version. The results are within margin of error.
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Re: 3 and 4 way intersections
Post by ahopefulhobbit »
Thanks to everyone who's added LHD blueprints! I vastly prefer LHD, but the old post didn't have many blueprints oriented that way
Re: 3 and 4 way intersections
Finally managed to match the score of the number 1 on the 2-lane 4-way unbuffered section
It took some tweaking, I tried to force it to be spaced by 2 tiles, but I could only make it work with spacing 4 (on RHD at least). I call it Snowball
1:50, 2:39, 3:51, s:47
Probably got lucky though, I feel like something is not quite right with a default parameter because I've seen an error of ± 2 tpm which seems a bit ridiculous.
It took some tweaking, I tried to force it to be spaced by 2 tiles, but I could only make it work with spacing 4 (on RHD at least). I call it Snowball
1:50, 2:39, 3:51, s:47
Probably got lucky though, I feel like something is not quite right with a default parameter because I've seen an error of ± 2 tpm which seems a bit ridiculous.
- Snowball.png (669.64 KiB) Viewed 8347 times
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Re: 3 and 4 way intersections
Post by dinglebarry »
Compact Celtic Knot with Narrow Tracks
Score: 46
Blueprint: LHD RHD Size: 38 x 38 Spacing: 2 tiles
LHD: Set 1: 50, Set 2: 38, Set 3: 49, Score: 46, RHD: Set 1: 50, Set 2: 39, Set 3: 49, Score: 46,
Author: dinglebarry
Inspiration taken from gyro2death's Super Compact Celtic Knot (#3 in 4-way unbuffered). I like the look and performance of the Celtic Knot intersection, but I also like having narrow tracks. So I started by using gyro2death's design, but narrowed the tracks and adjusted their positions to make space for signals. Then got rid of the unnecessary signals reducing the number from 36 to 24. It scores the same overall as gyro2death's intersection but mine performs slightly better on Set 1, while his performs slightly better on Set 3. Mine also has the advantage of being able to work just as well with RHD, while with his, he would need to have slightly less optimal signaling for RHD.
Score: 46
Blueprint: LHD RHD Size: 38 x 38 Spacing: 2 tiles
LHD: Set 1: 50, Set 2: 38, Set 3: 49, Score: 46, RHD: Set 1: 50, Set 2: 39, Set 3: 49, Score: 46,
Author: dinglebarry
- LHD pic.jpg (208.49 KiB) Viewed 8240 times
Last edited by dinglebarry on Sun Dec 19, 2021 1:49 am, edited 12 times in total.
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Re: 3 and 4 way intersections
Post by hansjoachim »
Thanks for the submission:) looks like a good improvement but it seems you didn't test with safe outputs and that is why your results are so high.dinglebarry wrote: ↑Sat Dec 18, 2021 12:33 am Compact Celtic Knot with Narrow Tracks
Score: 55
Blueprint: LHD RHD Size: 38 x 38 Spacing: 2 tiles
LHD: Set 1: 56, Set 2: 42, Set 3: 66, Score: 55, RHD: Set 1: 56, Set 2: 42, Set 3: 66, Score: 55
Author: dinglebarry
LHD pic.jpg
Inspiration taken from gyro2death's Super Compact Celtic Knot (#3 in 4-way unbuffered). I wanted to make a celtic knot intersection that would work with a narrower spacing between the tracks. So I started by using gyro2death's design, but narrowed the tracks and adjusted their positions to make space for signals. Then got rid of the unnecessary signals reducing the number from 36 to 24 and replaced some chain signals with normal signals to speed up the intersection. To my surprise it ended up having a significantly higher throughput than the original design in all sets. To be fair, it felt like I was cheating in Set 3 since it was constantly prioritizing the trains moving vertically and it never switched to allow the trains moving horizontally to get through.
Re: 3 and 4 way intersections
I'm back once again with a new roundabout.
This one is smaller than hansjoachim's Parallel split medium but has the same score and the same spacing. Without the circuitry the throughput of the intersection will fall drasticly. I tested it with unsafe outputs/exits because this intersections has those bufferzones included. I garentee that this intersection will not deadlock.
Flower roundabout
Score: 100
Size: 230x230, Spacing: 6 tiles, Train Length: 6
RHD: Set1: 103, Set2: 103, Set3: 95
Author: Hovedgade
Edit: By accident i wrote the wrong dimensions last time. It should be fixed now
This one is smaller than hansjoachim's Parallel split medium but has the same score and the same spacing. Without the circuitry the throughput of the intersection will fall drasticly. I tested it with unsafe outputs/exits because this intersections has those bufferzones included. I garentee that this intersection will not deadlock.
Flower roundabout
Score: 100
0eNrlnd2SXceVnF+FgWtK3vVfxbB947Fjrj1zp2EoQKAlwgE2GPjRjEKhB/B7+Mn8JD4AhXM20bW6v0zMjTU3EyORys6zalXtqlVZuf7y7IfXH+5+fvvq/v2z7/7y7OXduxdvX/38/tWb+2ffPfvnu3fv715+8+b+mx+f37/7X2+ev/jx1U/fvL/8tz/c3b/48Zt/ffX+x2/e/3j3zR/evH795l9f3f/xm7d37z68fv/uX+7/6cWbt3fffZOO41/u/+c//sN33/zT3fv08T+Xbz/+v/n2/5bvvlntX+7/4e7dqz/eX/7cD3/+5nd/eHP//r+8vPvD8wvYb3548/rl9//45k93L//4/OXd7/7Tx3/4/b/cp/5da9/8t//+z9+k+c3Luxff5COnZ98+e/Xizf27Z9/97i/PPgI+f/3xd73/8893lx/06v3dT5d/4/75Tx//09vnr14/++vlf3D/8u7fnn2X/vr9t8/u7t+/ev/q7pf//af/8Off33/46Ye7t5d/4fq/fPHh7YXNbz4BfPvs5zfvXv0Ssb88u+CMPr999udn3/0mHW1e4F++env34pd/3v767QPU/Cs+v/kb5w3q+G37jNvTb9tfN1jlivXu/QXtjz++DzmuG9YOqWKkMR5HajBqI4xa3aB2GLUxv4jak8jDiGFbu18+jRjukRbNkXb7ta1/+WvTBjkdzs8dO5Ip6SNdnx6PlJ0w7hkWGMd5PBbHsoPmE6bfoMuvgccOuDnAhHF3Rn677KThDNEeik+amaKfu1tm03KAy9MzKAszqFyB09Mjn5MDXJ4e+Zz1D9kBPmRfzK4XPz5/dc++Z63sv2e5OjlatlD4O3REP3q3OuWuL3oEdjgrVSYrVRZmWJhW2/FfDnB6eoYVYYZdp25dT8+wkuh39RzlRL6rJRucvwzGbviKs8dr251Zqc6SmJ7OhNIM4C8HbBtV/s2aTWI8DGDEmM+2dh2uOkDuLgd4PZ1g9TA2m3WSSVGTkbt1uyOuWV7Oa3963a3ODvHhj9/GtRrL45cDtsvd2hzgAYZLmG1DYjwcYMJ4wqxo/QpbASw9f308K9z4kinRDmN7X9vT60NLDvB4Oo9bdibx9jzW+LdshJm7S7BWHWAyXNaXjTCm+8iZT5m7AxoOQ/LTp/OJJD99OcCAcedzay6FcU8OMGGcjSNfBVWEXhxg8FXr1Shf1ro/7vXmLC17KFwgTCde7bdgZe1CtSPM121aTQcYlCi6czIjjMfhAAPGg57MZv0irZ7M2JGdzQcJRqFL+LUUUPMud0d1GJKo8vm1kvTTuwNMGA9aqrpt8w8AO52FZltXGnRvOM4nhkwWmnnQM049/fgdkF6ZD4DoqWv2J4CK8wUFRahZHWBQhJoNjvN6dJx3K9IUZk+RgjEcYBKMSQ9E5RSMY//Vn8uZjNuK1jqcz8ZBrgUXnUPrukEvc8uRzqHVnwDic6hdf2zZ3y9W+Uag9KfzbzmViYBhN6ZfmWhkhxPH7YF2TfkUVyqI4zIWtT3DdBzOr93f1R3JqEFGWFn+2JUMrv2OIn/7GG6VP4UMtzljHcQUT5qTSqJUMmnSMYxPQMm/DZhOJyvLHsupjAdYiW7B+i0rwf4zJXzzdPpQlYIUHYJgYj75+4uxg4iw+NZsjaewmpMvaY9FZ0k7lTBKsJlJghbilH0Bs2kUMcrBsgSfW5qMLUgixjUGGVzYJkETMc7RfVoNk61Zsx+3bM2aAMuaNQGWM2vy2mN1I88jLKGidi0f5EHyZTrIi+TLMop1iLMgdxhN4lxwHeC6Z8kdzHdB7HDb57NYFAcZxcIpFAT5W5zaQEaHk1Sc4kDEk+7ZVtV5TmOdinguZ53an3fq4axTAZauAM/gejlxMUPWcHFF+tBwrbkTxLQ5+R1gdScHA6xhnJ3yQHOlOuWzHFyapWrNlj1Ws2ZLgOXoVyMsZ3cWYTm7swjL2Z1FWNbubH8+atbuLMAazjgGWNMZxwBrOeO4xxKkAqdxDLCSM477HbsgCDiNY4DlaAAirOrsUQMsp+IVYVm7pQBrODkRYDn1rbTfHXWnvhVgDefxQoQlrPfjKaxsnNsirGLkaoRVjfpDhOXkfYTl5H2E5eR9hDWNXVRaaBeFb97Pu6jUg13UdO5F0n7vOJNRUYyZOd+AiBnVN/dEmFVn9QiYNUN2HjPrzloUMKMngb4IM6ciFTFzalAB1nJqthGWo4+MsLKzsgVYxVnZAqzqrBf7nBDuyU8zPMDqzpwMsIYziwIsK+8DLCvv9y8MDyvvAywr7wMsK+8DLCvvAywr7/dPMg8r7wMsK+8DLCvvAywr7wMsK+/3WMnK+wDLyvsAy8r7AMvK+wDLyvu0x7LyPsCy8j7AsvI+wLLyPsCy8n6PZd1NR1hW3gdY2bhDSsjRJFv30RHPatwhUZ7Nma8BT0f7RHlSVXq7qoIOIJfM2bkXOFbgnZCdOtGxPcfn4tSJIiynThRhOXWiCMupE0VYTp0ownLqRBGWUyeKsJw6UYTlPJM/xh5rObm6xxJuj0+5GmAlJ1cDrOzkaoBVnFwNsJyb4QjLuRmOsJyb4QgLK19PNbSjEuVcrtY8CLxzrHmwx2rWPAiwrHkQYFnzIMCy5kGAZc2DAMuaBwGWNQ8CLEHpehtHYnwl3BKfkInzVbP2RPsTYbf2RAGWtScKsKw9UYBl7YkCLGtPFGBRN691VTYdyM2L2jCsquHSE8OaGq5zv3YUdMoR7pnr38ZrLSDizsKlc13RwrGd3l8+G3/Cgu58/XY8kLbn7V/I/l8ITFuzcEHdzvHYYlXNhC/pEWj+Xwgj4BSxoggMjV/TIzD9vxBGYDkfgH0E5qHxW3IEZvL/QhSBaX22gghoVpSj6BFwBFARW3r1PfpjPLeL+OxaJPQVUXhkPp5avaY2s84mbJTtMgzeDlYWFK7Q6/j8wQSvIPKiepJ6TZDLlxgdOIXr9Rtn8L4iL6o9b/kz7Be2330LK1zDRHy3iWHcwUPgbgFvoYZsKgo5Tvn7C4GXBbw1gdWd8hDHcuhnLwicLeAtlO76CjlW+asLgZsFvIXqspsf5Kg7eUHgaQFvoZbsrc44GgKAiGNKFhTgmGUzQwhcRPeGB1+nrTezIBKo13FvxKi6GcCDMO7GIR8xHuZB+cI7aG6Spg3ZyeawpGV8qreXBCUf5ik5/vk52ZDs5+dsfKyDn1/MIzLmWu0/EMa3GZ/r4Od383z8CLthQ8KITuODHfz8ZR6/KVfjiXzEtWizavRHuNbtH8jmCRwHoxhf3yAY1Tx/Y67N/gODRZvKfuZ6BHrfeGHId3oPPpXbFgHK0/kSfNy3TQ3KMoAJ46o/l2SMBY3EDRgxxt+2eSSJMXxRM4+kJhwXU5w4o2AIu8lrXgCX6SLILGqUcPtQDKNMhRhPAxgxXnL9qz5d/yrKA/2I73ZlbsnY+yLgbAFvoYpR/0Icq7HzRcDNAt5CdaP+hTgOY98bcJwWFOC4jPoXARZEHCM9/uN7sqAAx2zUvxBwMbbRwY+vFhTg2Iz6FwLuxrYZAQ8LeAs1jfoX4rjk+lcFHz1B2bEivvv2XMkABv7yRTAaWE1iTF9ar1NpoqF9oWBCcOOMgiEoDZcUDPwYY8nBGAZnFIzJd99FCsYygAljwcKgXicJ0GMW7GdQT+d1ZFZbBNVHjSb2Ni+EDgO3ijkKhlPjR4ybUYpHjKmosc3PsKDda8G+COdCfNDotUzqnN6zxHHJfhcxx4XNoLvCEas7zkXskKPaFxFyLLIHxiMcq2hD+oDjtvS3ml3JRYLYsrpopwh5D7smCnlPo3BJ+vKuJaqlPwZk23LUqSeCBij1cOqJ4KfXw6knIsbFAEaMhWpikxg3Axgx5ie08jlvJxCgV0H3UaIJsW+dO/X6J2O8jMIqYZwMzSJiLGhC6pAYZ7ERz5rb9jk14RPaaW+QUKtfpdVBlGDbuZaME9pcpDNzNw4liPHQgRlj4Xw2JMaL3ugMNS+4+cSNMwqG4ERRrsBAelwFTUiJGO9DUfSDH2NcDWDE2NBgMcbdAEaM6QltXF+HXRZLlsn04dnMMvTSd0CTdB0vhwFMuo5zR4vbDogxzgYwYizsMpfEuBrAiDGffeUaCiBUrFgxUuotk1Fv9yooRko0fNspIihGbjtjFIxlABPGgmLktjMmjAXFyA0YMc6y4RdkXAxgxLjqN+2MsfE2hjHW331CxsMARoynXqybHa0WVX8CyoJhmHewYDRD9z+BqKoqth5RJm9j3PR+QpBxNYAR42acnxBj48THGA/jkIMYGyc+xpjvOFNSGHN1yQmYMBa0JuU6eEAPVwWtSYmyYrtWCFqT20ESMa4GMGLcjIMkYtwNYMRYcOTRsmIawIjx0uWMiPEwdJKI8cDe/rebsInMv6qgRelSwg1DN8mCUXVNImPcDGDEuOuKqglUHVXQocxo8PZZIdzeNYnxMoAJ43mIHe7XzE9fY9bpVFlIIKZTZUGBcKosiLFTZUGM+W4zFYkxrLJcYG/LJlKAVW5AcuKMgiFUWa5TGghyqtC3o0RrxTYUggPJreBEGAsdPUqTGGej4IQYFwMYMa6yOSFk3AxgxLgbBSfEeBjAiPE0Ck6IsfHCmzBux2EUnADjdiQDGDHORsUC6EHa4dRYgB6kCV4lc0iMmwGMGKt2kmsCxVg7nAoLCoRTYUGBcCoshHFyKiyEMdevzNQkxtkARoz5vMuf17YBpDwt0ZYP+XSNnMiRtwl6lhwt9NvVTfA1udaxWDCGUSBDjKdex2KMl1EgI4yz7uPKGAtqliplhaBmaVJWCGqWJmVFplrp9vksPSaYd5n6J/dDgu3qs7Kx1eY1rFyZ7ZElZx/RKVpHhxyXbjUBOSpKlWgCbD8+ilIlmrLbkReUKqlIjIsOzBjzGkoaEuOmAzPG/JuWr8BAgNYEnUqOGO/z2KigMMZGBQUxrkYFBTGuRgWFMTYcXBnjYgAjxkYFhTE2KiiMcddl1wPI5Vo1Xq8OIJdr3Nfkdi5ijI2THGLcDv1chBg34yTHGAvfPCkrGvUUSredxVhoZ9GqwRkFQzjJXTkD9VITfE9yNHz7UAzjvIwYTwMYMV7GoZYwFlxQbsCEcccvx2/XPgPJ5ZqgVKlSwnXj5TgLRjXOy4gxbSBQbwWaMViUDX9YFgy9e+AD4O3iKWhVbsAoFMa7BMR4GO8SEGOqVZlHfmT2bYdvGOc9FgznvIeCYZz3GGPnvIcYc4Vm1hJuGMCIMa2t5GttJT/tVtQGrbTkUx43tL4Jnik5SrftBOFqldOZGkijmuCYkofEuBhnasS4GsCIseFjyRgbPpaMseFjyRgbPpaM8dJdXkbdO380QZ+yoh3QdkUT9Ck3YKABaivrKnnGuBjAiHE1jruIcTOAEeNunEkR42EAI8a8upK1rFgGMGDcj4NN4366UBmZeHr3A+4y+8oydIaLz3HI0NT94ZgyNL0vT12GdqosQGbUD/oKNt9ewQ5k8dYFt5UcrRtlC+zUWVAwlgFMGCeqjC6fndjGAbJC8VpJEl+nxkIinJwaC2JcdUni2PYY7km/IwfirZ70O3Lg0NYFXcpKT/zwadQjCuHoVFCA9KkrvipNYZyNNweMcTaKBohxMYAR42oUDRDjZgAjxkL9RMsKqE65wD7ysdyuX3kanFEwoFdfnzlYdnb9CDpXqvQZpdv2m8aVKn0uCRjPvL6SBFw4cJGAKwduEnDjwNrgdQ6sDR7/yh3a4PG95KENHt9LHtLgCUqVQxo8QalySIMnKFWSNHiCUiVJgycoVZI2eE0tlPdJYLtRzQYy1F4NhVgHwtku9N/JQ2JMvWmrFOFm+Bghvg2/Kz/dlKd9nbW3rKqGv/zx26NLK6p09kvY7XZK0KSEa+8euNH7zy9iCobLcE/pQOTZHfcUFgzjbQ9jDGfaPK9lO6B+UKD6BBA/tWUphlxzMrMUQ6456VfDow4kkb1XWpy9mdz2iWqRWHVyqqBSaEPzxcIx9DJnX6jMKehObpyB+LTjXj0lWnW3J7dh1Ew6UC/2YdRMOpAYdkFzct2YMsaGTwNjLNRMNMZw/zjL59N872B60D49sxyPTOltFnPNSb/28eqNcJ4G8CCM5YrJlzHezrtpVEy+5LtdNKdRMWHARsWEARsVEwZsVEwYsFExYcBGxYQBGxUTBmxUTBiwUTFBwMuomDBgo2LCgI2KCQM2KiYM2KiYMGC9YlIJrFExQV+P5VRMyPduUY1lkT5LgjNKjwKx26oMxxmlgw33ODujvHn9/O1vfn5+f/dET6qPrrx/3YJlCDYKADMcUMjYj8NwmSXZOg56lls3lV/v5Cw3jm7UHVBiGZUSlljG2znG2Hg7hxing+7bmzp8ib4hqFmGhuqu2Q4Zmr6ga1OGhhWV2bsMzXeX1ybKHaiDB3dDOQGDU91IsJ7Sx2ndQG6oI02jJIaCsagUMj3CeTuA+TCqbRA6GdU2CJ2NyhWJtOCKkqW0E3r8ZCk3ctOtjjp6aTKwN0rNwQa2b2GNFwUdZQXdZ7aI737oDAe+DqTToxwGMJBOj5J0L2LGOBvAiHHRvYjR9CjVACYTuhgOfIxxN4AR46Fa+6HpLOhQ1lKmc6G3dEdVpnM1nIrQ5KiGUxGaHNV4ucoYw9vxma6X7hlkMNegzCIt8NwtZRYp1bgKZdYkAfMTXy0SMD/x1SYB8xOf9nUW3FKqNHiCW0qTBk9wS2nS4PGePrNJgyfoUpo2eHzmNW3w+Mzr2uDxmde1weMzr2uDR79341C+d9wp5dOt8i/A4EXM4JqVE3AhjLNxP4oYw+/dpxva7fduuwPiLiknvigQvLoyowhvU42rVfpsEvAwrooR8DSuihHwMq6KCTBXq5yuihFwMq6KEXA2rooRcDGuihFwNa6KEXAzrooRcDeuihHwMK6KEfA0rooR8DKuigmw4JCSpMETHFKSNHiTqp/ztXJ1gIPjLLoLTUdPpMekLs+5S4yb3gMFffon7pk85VAYPUV6IsC0c2s73dtkom0bgmKlR3NvW1IQFCs3YBIMQbHSh8Q4G8CI8W32PX/x4sNPH14/f//m7e6CPt12m1ugSoHqE0BNb1KLZpegSQlvvrZ5urCr+mMr2H7cjS51LBhGlzoSjEkdUS4LhxiMKfTsWUkIxqR+KPPkh9KRs8g8iqGmABN3HtUQPRQS5WYAI8Zdt9+lUTac9/rWpWEeX3zPXvz4/NX9I0/Ri8x1aX8gP/IHds/JptC753zvvIVKGtcuc83aHxhqtLFipWYZmipWHt357KHpC7uzbA45IUyuWZlhpW07vZPwEuHzHGzgLetUFCvRgrQPxdLlO4hxPgxdEGF8Uqs88XbiCA40fQubKewMYPdsjd7kLL5Gb3IW3yaLSVB8qUalHVJ8h96Mu4P3mDNPHbiB95gzO2powrgYamjEuFB92FmWePwWqI6nolNZUjCKDsyCwefdkCa0oFMZ0oRWdCpFYjwMyThiLJz4lsR46cCIcZX7kqNFsyZZWUMWzeq8diWzrhqvXdGsq3SfmY5HlqB9MIy+5CwYXRXttAlyuDrnvLQ92gjalBztKrd792p4zSLg5pzr9j9eUKPkJnF0nBwQcDGefCNgQQcm5YGgRilaHvATXNEGbxiSOAQ8DUkcAl6GJI4A98OQxCHgZEjiEHA2JHEIuBiSOARcDUkcAm6GJA4Bd0MSh4CHIYlDwNOQxCHgZUjiCPCgbkW9K9s+wT0lLMlsdzqCe0pYRNpu+wQ9yu0UB8x6Jtej9PB4uI9x07V2jHE3gBFj/M7u9sCzTXLhPh3/FBYM+s5urEc4b+ee4KFyvWBrwLBnTqNLKwqG0LWnNCUzlK490uybVdd4NGSVNQVdSivS8HX9DVgDfktTUaUsiTFVpfT8yCTZD+DSn5ehYCiqlKYEQ1ClhDcze8bZAEaM+ewb0npx9lH58MO7988//bs7O4pzHF68ub//Bfbdx38hffw/b+9ePvvud9e/8Oryn1Y933F+/G/ScdlDfH85gj+7v7v8iB/efHh7QfhdypejZMqtfb/l2IwfT9Y0QQAzkxTVYQAjxlN/ZsgYLwMYMF6CLctS9kDrSLqQhMy1dWRd70FWhyVIX1KSGFddSMJ2QOswmiZcgrGF6q6QhHIdrpDk4R+o2z9gNE2IgrFcIQnk+qVVCxeSwGg7hi0Ums/AruyCFm8HNMP7uu3UxtKXkz9JQ53UFzdrmUNa5wSzlquEtoEN4RKELz1ivA+FIXxhjJcBTBg7whfEGAtfxvU+CbizrZwNvigQvHgTbrW2a0WuVKoTBWLPt+nvwBrw5lpU+tKvl8OtknwYqnlzqyS69NhYbkZDrZPD+RKkL6UoqSZIX4q0rgkGLUVa1wThS2tKsgnClxYtP9vBK1V/5NJQx/clSF96koLRDWAUjKG/RWGMpwGMGPO5N6TVTWgWdAMmc69KwusxjkfSbv8H8tcz38ZaaBo0pHWOymDGuVb/IBjtUzXn/ds3r3//w92Pz//06s3bj/+7F6/evvjw6v3vX7x+8+7u93+D/u792w93317/2du75y+v/+gPz1+/O/2zC+bLK4k/vHr77v313/zLs/d//vkj6z+9evv+wyfGn+Pz6d/4zT8/+6XE9O798/v3l6h+vHt+8eann5+//fSC6rtn//d//59nf+VlqLkelqFG+ViG2obVeG7FUth4bsUSYehPlxhj+vWfty4WH9uzk1lhPLdCwRAaJy3pjNCMx1aMsSHAQ4txcwR4ZPAEiVCSPh+tySo5sjkWBEL5NHRbqGFBPb3Tbkardwa8jKLV/sf3w4J6mqPTSIkBZ10lx4CLrpJjwFVXyTHgpqvkGHDXVXIMeOgqOQY8dZUcA166Sg4BC02UqjR4ggyoSoMnyICqNHhCE6UmDd6AlaTZpErSEOq30nl2dAOYfN65Kc0c0oaES4DmkDYkuIVS//xMrWWQEZPabPfTXRVyHV+T1m+vqj7GmNdve3QU2GYxNaXpfcihoBXcq4MeC0UzVH0oFJ3qzZIcimHo+hBnw4itFcJYuscc5wvouu9qshY1zEjzkfhuc0IQ/uTTkrmFkh7qj1zADy8aZJZ/ftV98qOf3zSuXebaDSEjcOpegjanSEvkch4JA5uXJWhzbsBg8qbD6ZlEKF+Qk4HMOBuvhCHnYqj3QMpdkKvBmUWjGZxBNl+Qu6G6Y3EeBjKLxjTeY7MRXAYyijN3pzm9yEacUzKQGedsvMlmnIuBzDgb/lAsn5NhEMXyOWGHqMf2AkE8hiEaRN/uC7bxlni/0bhg2fZQD9nW7V/Ihy1MhPHIxvPiKB4528pBGo9iSwdpPKqhHaTY1CqqnfK6sTlDxTszrDPsV708dA8qtjbR7kpzdI3xooLHKq9MXMAzp7ZSF2qhMasUjUL9Eqe+ThdaeTm1GGyZzZVSVfusBqz1L7hN9c/6EjeIRTfe4xWUGYPK8q6ZcaDMmLrXeSto7JZuds6QBRHP0TTkpNudQ+Ss+51D5KIbnkPkqjueQ+SmW55DZH4qTOII8lNhEkdwGlU/hrws5C2WIFzJWjYIypXcnmKZLSzCssgK5gPhVkPCnEm5/oLdDA1zIV+65rwwRl+65jwxTiga03ivyzg7T4wR534YlblEvvzdMEp8mHfl/0N55n/9SnFmmikQZ16iql27nG8jC9EBX/7Cv0MVeJ/F/d+hCrxfLbpTBWbzw6kCs/kxNEV30Udyan8hP/IXghFdX19v3iOP4+tr5PtcGcngjHJlZOPVO8qVQVvijPnYGP79S903jgu5tXA1HVWbIUveIQktuWbS8tjouAyzDbcv6Y9kWxAPx8CBxWMZomy0Fs1DVmWj2shMxi0BOkvMbCHvsYohzGYsq3ErELFsFhZh2Q1tNkMehjibIU9Dnc2QlyHPRsjc7WgWbQS56ukk0GbI2VBoM+RiSLQZcjU02gy5GSJthkzvndoh1dNpo655fk8J7xaW1jfo0b1F8BfoHdQcKnbiyqgeVkkCZN4IticNWRD/Fg25GLJihmx0Ya7A3f+C3PS7ogp8SC/ItCvlWTlxwLwbtp427WWlF0yn/p0CrGXLXmEENOOiX/2FMALJqYAHEUjZVr7SCBTDqABY816Qq47M5kRqulUBm8epGyYILBrj6zkH0Zhfz7nskbX51x9bgfZRyYaFAxvJnAwnBDSSmibqV+4QqDXR5S+Ur4/KPleE3l1hVPa5kjWN/tkmguaKYWkAc2UYZgksV8SqcNdzZX19VPa5IlgbhVHZ54rgbXT1Y2AjKZgbzaZxLoaCFX6DSzUqSMGOoTRbX0rZdlsjeyBNaCrDqC9F8Zi2gpWyXbaCFUa8HoaClWInvV0HWz+EXl/hviTgXAzLToZMn2WPHFSf+x7XeZfNGBsdZSHykNW8LBbT6NnBGC/DvRQhC92/hpZxQjOwqWWGYPUztcwQvH6mNoKC2c8UR7DpZqN1kD1H6wbyInuONlTFdJ1kBrapKqa/xA340uYo87ZHqovtc/uhe6TWRfboPakmqbUjxrxCuqKd+T6XBdXQkTTkquu8IXLTdd4Ques6b4g8dJ03RJ66zhsiL13nzZAFlVDSRlBQCSVtBAWVUNJGkDsD3ercde3PKKNaWIRl03XeELnrVW6IPCzkPdbUnQHYV2MYzdTrIOemaXQiYjuViVXC5ZHv89+9SvhT36AvhW0llAknoQ1a1zaA0+glz9J3Vl3EC5OsGZzZxOjudURF3S8uf2EYUWEjOXWJLRzJZSCjeAst0W7X5ShHliELZnEWnZJOBfeK2vxd/kLRRaZsJAXHpJm0kWy6OQccyW4gs5HUxAmnx854JG9z8uXdi1cv797+5vLR+OHV/aePxk4je/sT86/7r+DfgG5fs3df/zkr+cvP2X++/E/efHj/8wcd9Oc/X7h9uH//+z+8ffPT71/dXzB++UorH8hPofv84f743+SHQvB++V5++yxjiCRoydNa+o0J2n3m47CQ91hJV/NCllm/IQlZFguLsKy6mhciN13NC5G7ruaFyENX80Lkqat5IfLS1bwMOR26mhciJ13NC5GzruaFyEVX80Lkqqp5Ua03Cz5UTdrQ5oT1x1Opx2bsQXVqI1QnOjjkRJ1velRDDkaPqo77VLc/OdNb5ZO1bJ0QO+m3kmjDmU/qK2jgWyuJdC4Ut2q4VXfZrYPkXHY0x2z0uqsLriNQxWZBY5VPh5s91nRVu4/wW0bVMeBXDKfTSm7B8lk59VgH7f6r8yHe1s8Hm/Ca5qaF9sdO3qmt9f2eZP76Aub+0yC0mOvaZCrV4IwmU3HqYSwZxHrY6bPW2WetDPsvDCTqzIJlVViHDJDX19ch91FR+s5pC69gWTWalCs1u/YENFdqcS0WHuZK8Buq/Rc627bUZkcJ5rvSl21I+V7H19eBg5E1jI5hvi+j4olypR2u2QDNxpbsvwCzUbC/Cqu2+1xp5esrzftcadXgzKLR2NZnNmfr87FH47dqkbMcRd4cndRinyu8vOr8S+Ls6s5/ePX6/d2nP/+XZ2pJ+MOnO9Nvn726f3n3bx/D//3XlILDe9LstLOLtthtuiL0h7Ov7v+C0couYtsPV4RO2XZHxo3mndDVbmhrtNDWbmirUK+0a87NMLg29gXvjWKfJm6F2N0QUDb2veJitpOAkrGesoAyI8bLkDmSRw9ZkLIdRUNOhsyRIWdD5siQiyFzZMjVkDky5GbIHBlyN2SODHkYMkeGPA2ZI0M2TGdrUGIThG1Zy4aZDJkjQzYsaCFysZD3WFW1s/2yeL3/jiparuuIkdYreXYDGdUhplizKvJXehoP7tmXVNBy3ZBRvAUtV8h5H29ByxVy3u88RS3XWe8HR3I5D+0ZsvHQHo5k+3rkIN7966MR5IjxwB7GeRrILM7LVhJWtCMvx/H13NMeOX19vMse2Xhgj0ayHNR29az0exjpv3tx+kdZ3JeXdHlFRZcidAO8DRhLsqY6dX656eh73G6UiciWqxzDQt5jTUPbx1g6haeApaCy0ravRVBZ5aEhZ0Pbx5CLoe1jyNXQ9jHkZmj7GHI3tH0MeRjaPoY8DW0fQ16Gtg8hc4+rk7aPIQtKR20EqcpqtqwcKAt3tjqpBtH2IVdZNUiKkIV3+HtsAxhEo8uqwYxGb+j+KGz7l6fuVFoL4rxgEfna7bAS19nCtVg9LGHsGZekO6BC5Kw7oEJkwVt1aMhV1mWy8eMqx65lnNDfb4iZMQzNJ0OehtcIQ16GNy5C5nKpPrQRrNS549phk+VchR02x3EqHj7oybA/3YgyqbO2tgTa1SIKo9LUWTejdF8Ctpps8Xx1T9kOWx8cx3ga5fooAlDVf/bzpb9d6Ox3O4mQjjtF6Ox3+/aTHihFEDqFu4r9TBaETrcvKePsCIYZZ0cwTHqrFKHP3+2Lx6IxDM4s66Z9CVDYLlzo9xfuA/bI/XCdgivr8FO6IxhGucJlPydkNKJKz7shZWGvrgcxzRWl993QcqXb1w00V4Yh+mS5Mg1klitL72DFOAsSoDkkzlwCdOuNxfJ7SBeiMy159zCKUSEPdjlav7dp7PNGs/9CRrLKMrpRP4/iQd+fGru+Ybsc40gso3KH5gvu+DaiKtg+JhOeDuc8NFxaGw1PnQFu0Z1g2TlZ6P02tXqE0AluavUIoRPc1OoRE87D3k7n5MTmIZcG3Sp3ZaFZIskR+vkpHuS+Dr1qxbivRCXTTWdN34Ovz7O8TPKtXY7HKnEiLsvxWGXIjscqQ3Y8Vhmy47HKkB2PVYbseKwS5Ho4HqsM2fFYZciOxypDdjxW930g6lEtLMLS8VhlyI7HKkMeFvIea8ri4wOciCvXwYwS/frt2a+mQ0dGX7oq9H5rI0Aee+SsI1fS2aYmKrxrp/Mk69lUlR5wRYtHM6wgWDy6XsuEnH07hQTjPanD73hkLNPff+/6T4a+X8goW8uRjLKm9fWl8/2QCS3wwtL5PpGVFnhJWuayURxmUyQX24HhQCXcmn0XiQMVWmtuX1/gDnKlf31RPojK0DnDXBFb4E19ROl16tmDIf3HU45/tCv4cslboXK8Ci5Ws0hprPT/kyoNVen/tzTORUeGnHl1LiVpMeXaqRmegPdTrnRZ+096g9VCa+SpynujMo27jeDMU5aFBU5m9TDeFTDkZNxlMORsIe+xivGugLGsxrsChtyMdwUMuRvvChjyMN4VMORpvCtgyMt4V4CQhf5+VRtBob9f1UZQ6O9XtRFsRfYMRhUdobtf0zbGjb5F69ItQG30Ozci3CDCQ/fHZd/8NvUemBB56feTDLlTJ+KzFxa7H6qd3j2djAAK60lYhQ5/PYr1Pp+7odMvpBVI5dZISY+H0WMTxsPosQnjQW+D560aVyaMx9R15A9jHeT1cnXkn/7CFnMcro6cshbskfJpDdljZVfl/UgEiqtNxxGo+s1LGIGm68gxT2hFNoq+bgpGSNddLZvNghFS0VZkwQipaCuyYIvUorVtH2fBFqlF6/F+J6e0vEsa52IgM85VN6qBnJuBzDgbliwsn5VWd0WLxvx65GCmrK+Pxj7Oy7BiYXFehhULi8YyrFgg52IgM858Dq6kcW4GMuPMazDHkmYK1z6dkFk+T12DDjkvV4MOdx7N6cAW7JDakVyF+EO2df8XNE1+Lno8jP5sYTyqqxPH8aB+CXnokei6yTGa401wBhrSfqYJPkFD2s80wSdoSPvGlnBnqPrIGLY9djJYo3gIvkFjafEoNB5Tj0c1WLN40Jk4s866664MZSDkYSATWUZLU3c4gJypd8n1pUmpJO+4NKivaIbnPTL3LllDQ+Y10bU0ZEORD5ENRT5ENhT5ENlQ5ENkQ5EPkQ1FPkQ2FPkMuRiKfIhsKPIhsqHIh8iGIr/sm2K0Ui0swtJQ5ENkQ5Ef/v5hYRGWsiK/dLKjKIYin31Bq6PIR199oaVa0XYqFb48GzVLX/0Kb99Hi3YT+6zg+pcRnp72eSG4A7VozxbEohvIjPOgSvnTPWhnu2PBK6g3LR7LQEbxaEZTQ8a5OTJ0xpn6dJ2cVcr4j/ja4WMbVy79bYJt0tAWesE2aWgLfWuu+cvDlAjSres2JzAqhjULjMrUbU4gZ8OahXGmcqBx6oJVWNfGJhgmrSLFo9PtwLULFtsOdCrGO6q0Hei88BQeIPfzpBuyc/Yp4TKgmbRPSTeE54X1fG20P9rM0YYuwF0Ut0q43BppNm31H0k1aWZzZGTVSJnNEcEOqWtHNC4Dml3b2PLOaCdpKZp9ghnS0A4QYxiiVcbZkcMyzosKS0+XAqwzTJuHbk1c0FrEJUEnZNIOpE3DNLc0dvE3bdPcT39hj2mb5mLWhmluidjaprmYrW2a+0iMDdPcMAKGaS797cswzWWzQpD/lCHNZEH+c0NmnIthYkF6ajVB/tOiaOxX42XYQUDO3UBmnA3TXMh5GsiM82Jd2H+9tcBlirwCU4Yveqx/tG/49mMrrG2T9a50VpNmXVc6q0mzriud1YrGGXdWe+zLXPbY1WDN4tGMB9csHt1AZpzpKfIYj+wJA9bTEAuS1aILQqJDWi16otae/XreIw1ueoKPumaX9wI9Gf3uWZy5jOh4hPU+OxQZUdLGsBmCLRaPbiAzzkYDllJQnGmv+6tZbTlQLHj7lRlFeT9XBBHRHBoyP0uG62iALIiIkobMH1auoiFXQ6zFkJsh1mLI3RBrMeRhiLUY8jTEWgx5GWIthCyIiA5tBAUR0aGNoCIi0kZQEBElbQQFSVESR7AZYi2G3A2xFkMeRv1pb17fy7SwCMtliLUQsiAqyu2J3y/IiLKWWVhGdBNrkSZmnRvpnCRVaA9UK30afLpjL6jy3QUp0Y01aTPQBSlRWVo8hiwEQ3vCSmV8LcINMm4Zz4JJE5suiIhuj3dJ65MuiIh60jhn4/Eu41wMZMa5Go9KUS63pnspFtY8qSvtx5Y0txX9jLbWKfoZbT0S9DPhGWfPuR9UiVKl9agnWYmC1iNuozMPbZ70Ytyyo7ndnft7xtm5v2ecnft7xpma6Jz8esvBdgTURKef1WDMHKr3ZdxZQ2zVTOcL9nvMZN9ZU9bZ2OengK1vpkPZVvvOOo5xM3b6UQS6cWdNf7thopOJIW23THSITV93THQY50k1o7XJkZ6JNkgYj6xuAW+j9W0mpnpdMNJp0bdvv9pPev47W+rReDT9gQOMRzeeTrB4OOptNF+m0VgTzhdHvY04L6OxJuNM24iNR3cC++xY2bi5ZU1Q+qIK7vR535yJiWhfgnH4kDKaq2luFixsFgpmOjlpnHF7zaKPIFZwR7d++y/LWrpxdCEWvkMw0SlFQ066cTREzrpxNEQuunE0RK66cTREbrpxNETuunE0ROY67iqOIFe/VHEEhca22gimw7ArYsjJeKHBkLNu0Q2R+Rxs2gietC9PqIyk7+sQlC9dzAw+A7uYGXwGdmlPMJJhZIX2BCMtQ7uEOCval4jzPs6K9qVoyFlXAkHkoiuBIHLVlUAQuelKIIjcdSUQRB66EggiT10JBJGXrgRiyIr2RRtBRfuijaCgfTm0ERS0L4c2goL25RBHEDbXGOH5db860yZSn5bEX3A7sKAchd7HX09rEHfq2oRMzGuHY6yTibHlUIx1lsTZMdaBnPnsq9oc4dY6UWYEjI02t5lYT45qvGvKxB5yCHqYcAcTZMYwkFlmUEXMOm7jt0cSbt+11bIdamu8L3MswKVvHtKtQpknqm8NoZVUWlKWtaK3s2Mzo8FbiFlO8WBGw4OqYGarOnanb1cM7KGrEmC0J2U9H2EdZN8yWKPso04y/aRmyoPFGjeWOjWtwtjwNuJyftCxi655wNj0ZjAdOrahwM7kznH0btxKE7+T0YeBzDjzvei17gw5LwMZcR74jn7K2UGdZca1AWCuiDNVZ89+w90jYR+naF8Q/PJq3NWRO9ExnFtA4p0yRlfv02Ashn6flolfzxB8ZErRkJd+n8aQ56Hfp0HkpN+nQeSs36dB5KLfp0Hkqt+nQeSm36dB5K7fp0Hkod+nQeSp36dB5KXfpzHkdej3aRA56fdpEDnL92kV4Rb9bop9Txbed572yw0pg4bgLHM7G6NzzzJe/mXiQzEEZ5kicp4GMuMs7DuLwnkKbjA3ZMJ5ClqYI0Iee2Q6B48ZzMG+xy1GpYcxrgYyeTc0eUupm1V3Zq4qU9DCZHEEh1GfYh4l85hGfYpiL/0FQCbvkmY6DGTylmom43Uu5JwNZMZZaKWxNM7VQGacm1EbYJy7gcw4U6P/ent/8vEpCpnjSajCiHm3DGQUj0yrMOuxeNQ9tvA9jEZxH+mcDWTydm1yVcw8msbZ0GdD5GYgs2gY+mzIeRjIjLOszs6ZfAmzoc7OxPNhFkOdDZENdTZENtTZENlQZ0NkQ50NkQ11NkQ21NkQ2VBnQ2RDnQ2RDXU2Q66GOhsiG+psiGyosyGyoc6GyLQ2k093guxt+KxGo7dMXrFNQR1zRU7kFdsU1DF5aJynjgw5C/q0JHEWHGOuyIyz4BhTtdwQHGOqlhuCY0zVckNwjKlabrSmuwnl/Xv5KTjErPQU1tAVXom8V5iCJ8yKztf7nayghDmKxLkfRqUSceYdlebVcw9yzjoy5GxUQSFnpwrKODtVUPa+dXajCgrjgV/lnhRYzJdhUmeYX1VYKTZ0hpknPwmKTXUwl8+Bjo2dsQ8d26iFJqIYnqMYyEQxPIdRC4Wcm4HMOHfd2QVyNjxjIGejEgo5G5VQxnkK94JabsxkIDPOWX3BkMjbljmLqp+DuFXVz32JG0S4qS8BIC51bJo3jWJarDou+MRcX+8los6egk/Minb3+12HoIy51t0ZZ0EZcySJs6CMSUXjnA1kxrnoFX3I2biFgJwNfSjkbNxCQM6GS0xir2jmcuovAyEvA5lostfh1F8I5yV0SrohM85Zfy0JORue2ZAzrYLWU96xnsZL6JRUhxaPbiCzeAzV2zrtdfXrEL590ZgFcV0GMtErroTv4G8n19TRKrQELcyt7oXiIWhh1tLiQTsjHfmR2RHEo+o9o2E8jD7XMB7dqKkxzsNAZpynUVNjnJeBjDhjLczJnzWxHr4rJ6M+gDI6ZwOZ6FlXLkZ9gHGuBjLj3PQ3dpCz8S4QcsZfv+vpNe+/fkI3pBXFNcjfZSATPe8SHGHWkDgLjjBraJyz3iMRci4GMuNcjdMq49wMZMa5G6dVxnkYyIzzNE46RAW6inHvnogKdCm+ME3irPjCNI1z1t+eQM7FQGac6bmvnXYYTH28BPVLE+PRDWQWD6rGPt1P4XhM3SsHxmMZyCgegv5lRsj7aAj6lxlFY7/eCfqXq48g5FwMZMa56soSyLkZyIxzN+oPjPMwkBnnqffygZyXgYw4C9qYpOWGoo3RcsPRxkDOxUBmnKvuYPVw7d+v0II7TInW0QDZuI0/iHJuOe4wkLPRwQVyNtxhGOdx6MiM8zB6B0LOWUeGnIverQRyrjoy5Nz0biUHUZEtQREzoxHcr0nD6BwIORudAyFnoXfLkjgLipi5JM6CImYVjXM26lSMs/EyEHKuOjLk3PRqEuTcjToV4zz0ahLkPI06FeNMOweW243VMdk5dhm1mYPo0tYyajMH0aWtZdRmIGejNgM5V/0dB+TcDGTGmXpmt8/ePAfR6S3BMaaLsTCqMjAWS++vTDjnQ1DF3JAB5wty0nsgH0AzdUHOBjLQTF2Qi15Jgpyrgcw4N72SBDljheitonsgJ9wL9jBYs3hMvUoF42H0sWack/FmiXFOhm8T5Gz0soaci4HMOBsKGcjZUMhAzsbd/DHIHExGVeZoZO1Phmcv5GxUZRjnfOivLxhnQR9zQ2acs6otPOrTe6QLLn4j0W+4eyT6KmIcTyHRdxCjB781iCHdZ85Dw6X3f/N2/3cM9vWkPjCfDFsVzoviTgm3GC8gjkbW3WL4MB2DrLuKDqZpnJ1qC+NcjZoI4+xUWxhn2iUi3V77Hp3Nk2K4gx4M2XAHPQqaK4Y7KONcDXdQxllQwtShcTY6JEHORe/tfiAn3Qs27hs/dOyma9OPgpC7gdzIHOdOMKdTCOM8DWTG2biFZ5zbYSAjzrRz0ii3N51HZnmneMGkIB77Oa54wVyRE5njihdM0zg3A5lx7vqLash5GMiM86Tav6rnHf8etiHFox/qS/DjIIw77dCyaoCb97hZ13wfhawbghLmiGZgEItqIDPOzdhFM87dQGach7EDSyiXp4w81yJzW9HBDImzooMZEmdBB9OSxjnLyJRz0d3FIOcqI1POXzg1vfjx+av7R3a7Nweh46Nf0x6za5iLYNJazOi/RgO1sjGNOg/Fpnfvs8rY89D9PzC2/jL3Qcbt1+ZpvMw9ElmbFQ1M0ThX44zCOFOntKM9Mob7VWN2eYf7IB4B8jCQ0Z3zpHOxXuf5XJPtQ+eSd88wHuswkFE8Fj0PtkOOh6CDaUWLRzGQWTyqfJagnJt4lpiroyh3WcP6gPH+NKHoYE6x2GNNC4uwFJQvS0FOgvJlJA05Wch7LEHrUjSWfJaNpiFXC3mPxessY2gsu6wiosjDQt5jTVkPTlkuWZEUskyHhQVYCh4vU8vSpL/ti39/sbAIyyrr1ClyE6tUD75YAW6Xq1QPGJc98pBrSQ/2BWOPPA1kxpme4Gq97cA62oGlTOuXdX5G3msrUk6ijiRGUl07Y6Qivyfnkatm3eKXv7DHbDYm6vx9+Qvd2GWNgO3Q2E6d7TTrOL/8hT3mMnZWQQTKIfEbWY6A4NEy2lNss8a262yL/Rc6qgqlUo19URQPbbbNQ2fb7b9AIz6MXVMUD222zaqzXfZfgBEX9CnzqfWtJo2tvr7VbP8FGo9iVFHR969WA5mouZKgTrnVKxrZV1bn68eQh4W8x5pGvYKxdL59Act2WFiApeDFcqtXMORsfE2j318sLMKyGvUKhtyMr2f0+7uFRVgOo17BkKfxtYx+/7KwAMt+GPUKhpyMr2Pw+3u2sAjLYtQrGHI16gpEj5cER5UVRWP/Nez0Bd06nX5QP/cLNvYXO500c3Sy6tM+vRa2X+rL+MqWPdtx2KdXyJZ2F/rVubVE0RVUI7fvbfTbi31upb/dqd9HbJt9qsxslyzqRc5/gcbDqedH8Zj2qZLGY9l/AcZjOtX+IB4z2adKGI+Z7b9A4+FU/6N4VPtUSePR7L9A46G7+c1FlJlpDgOZKDMTV46MWzwivVmazrcu7bGWc1aLsJyKZISVjVUxwirGihJhVWM2Rlj4juzzvcicQIeSlq7xnzO4exR0HFe1TIg1dX1MiGXMgQArO1qNEMuYAyGWMQdCLGMOhFjGHAixGj3D3L6ck7mA5MOZByPg6cyDCMuZBxGWMw8CrOTMgwjLmQcRljMPIixnHkRYzjyIsJqRqy3A6kauRljDyNUIy9DxhVhGvTrCErw5brkaYSUjVyOsbORqhGWcIkIs+v543aoDs6LzQ85N3ynPqO6Us/MFKAEWrYi1RJhNY45GzKgKqDXATOgqc5vxATNBo9CfxDKqXCGWcUMTYhm6gxCrGTM+wurGjI+whuxNFmNNY06mAGsZsyjAqk7eR1hO3kdYTt5HWE7eR1hO3kdYTt5HWE7eR1hO3kdYRt6P4NRUjbyPsJqR9yGWkfchlpH3IZaR9yGWkfchlpH3IZaR9yGWkfchlpP3wSmpOXkfYHUn7yMsJ+8jLCfvIywn7yOsKr9yvmCxXX831Cchzy6/mOY8DU1lyHPKr685z2WsBQHPob/kxjwFJ4X1VK6PrJ9KMc+in0pHjU5Ywg34bUWMsJqxIkZY3VgRIyxD9RhiTWNFjLCWsSIGWMJN9XhqHGcyVpYIy9BfhVjFmKERlpP3wSlyOnkfYTl5H2EN0dt2joPcZUzqyTqqhmvUUaPfvuiLsTEljsuZGxFHZ25EWM7ciLCcuRGcNJczNyIsZ25EWEN0a559ovwwtLshR2fntMcqwr3yLT8irKTnR18BluGtEWIVPT9CLL2LRYyl962Isbo+jiHW0HepfaFdajkMlVGPXpyWw3Ck6fu9eRFulm8ZF2ElI+MirCz31JmdvIEqwj1zP/3ip7VkRbh1vn6xIedmIDPOXd91Q87DQGacsQv+Z3VWr+BrVZLxhYnyNxtfmBDL+cIEa0fO+l3pR9F/gGY4NoXMqn5X+gizZqxFEVZXPZ56BmrAko2TeCcvWwruE9GnxtjQNHXyYqYUfELJEuNivJ6K8kC4517pKaxizOkSYFVjFkZYzryJsPC8+Xwy7gcaU+zqeasj94KUiaXQndqoOrbzfQliW43a70Oe+91qNWq/Ic9s5Hlw0qrO1ybCMhwBQ6ymVlcaUYuXiu9LTt9q5vJZ6jByMfr908iXCGsZp7DE8rod+imsrWiH0bB30uddQeuIZRb7n1Jcox7QgrNyM/S1IVbTsyfEMmpiLdh1t6Hu+lpF4yDvzSDuUndQDBd3S5g9wN2vQN34ykRj1bN+dmjh2aHTLnjtOkIZRbLqlYcWcXRmTYRlqNJbQWNsvM1opPNI6cZLDch5GciIM76v77fveYvelpeR1N11O0iWKm/WT5HdY9GZtI6A436MhqFzb3D3q9zbt2D8A9bdWKUScjYswq3+lXVdKGuFmba0eCwdmXEW7v97kTgLaoArMuRsqMsg56IjQ85V7M0669yvFLSjwRiPzY19bUlQEYzTir7HMnRmlXSLKNO4K20J/X7ji1aJ+31ZhlKzEsf+IigLetI4Z/0rXBdbhQXdwY01i0fV/fVgPAznPsi5655wkPMwkBlno/5XJ1uHBAXDOM3DHVY96F5yzEeyuO6xk+7lVonfdhX0DTOa1WWPXIy9BOniXgXtww2ZdHGvghKiF41zN5AZ56FWL2oNMnjKe4cIyZlX+0pCTbJSrpJO6DUZ91CVfHOq08+gknv2mqi2et680Crr0F0FrcTtS8mQm4Fc0BgaPXkgZ8PTr7K+0VV529+0eDjzbl/NqPnQ34Y8jMA+utnoJVLJPXtVfACijNjPvWyolGpB0TCqkJXUt2pu8rfhCLLBOLHVEmA5J7aERt84sdWCRh/3fzytB5nNBsFF4LYeJIScjFWM1beqoL24si6khlEVx4Fxi8ceS3PxO+/NWYfNqvgQpCAOQYS7sTcn9Yda5D1j6UF8DZf1EpygivH1irCqvGssneRmNWZUGWxGCcqMWyyDXXM15lCIVfWdwMPfvF+hlC4F198c7Fiq8Y0KsfD+76ZMKJFPTHV6EZTg61mdWRJgNaNmUTbupt9/++zV+7ufLjA/vP5w9/PbV/fvLyCvn/9w9/ry3/2P12/+9e7tN2/ffLh/+fyHNx8+/rM/3b1994vF+Ex1rDzqnCunSwb+P+hdz4Y=
Size: 230x230, Spacing: 6 tiles, Train Length: 6
RHD: Set1: 103, Set2: 103, Set3: 95
Author: Hovedgade
Edit: By accident i wrote the wrong dimensions last time. It should be fixed now
Last edited by Hovedgade on Sun Dec 26, 2021 11:35 am, edited 1 time in total.
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Re: 3 and 4 way intersections
Post by dinglebarry »
Oh, I honestly don't know what safe outputs means, but I am guessing that it means I would need to have enough space in the exit block to fit an entire train. I can try to do that and retest it.hansjoachim wrote: ↑Sat Dec 18, 2021 5:41 amThanks for the submission:) looks like a good improvement but it seems you didn't test with safe outputs and that is why your results are so high.dinglebarry wrote: ↑Sat Dec 18, 2021 12:33 am Compact Celtic Knot with Narrow Tracks
Score: 55
Blueprint: LHD RHD Size: 38 x 38 Spacing: 2 tiles
LHD: Set 1: 56, Set 2: 42, Set 3: 66, Score: 55, RHD: Set 1: 56, Set 2: 42, Set 3: 66, Score: 55
Author: dinglebarry
LHD pic.jpg
Inspiration taken from gyro2death's Super Compact Celtic Knot (#3 in 4-way unbuffered). I wanted to make a celtic knot intersection that would work with a narrower spacing between the tracks. So I started by using gyro2death's design, but narrowed the tracks and adjusted their positions to make space for signals. Then got rid of the unnecessary signals reducing the number from 36 to 24 and replaced some chain signals with normal signals to speed up the intersection. To my surprise it ended up having a significantly higher throughput than the original design in all sets. To be fair, it felt like I was cheating in Set 3 since it was constantly prioritizing the trains moving vertically and it never switched to allow the trains moving horizontally to get through.
EDIT: Nevermind. I went back to the original post in the forum and figured out what you were talking about. I don't know how I missed that the first time. Thanks for the help though. I really couldn't understand why my score was significantly higher than the other intersections in that category. I edited the first post so now it has the correct scores.
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Re: 3 and 4 way intersections
Post by hansjoachim »
Happy holidays:)
I will go over the submitted intersections eventually, it's just holidays:)
I will go over the submitted intersections eventually, it's just holidays:)
Cross Parallel Buffer
I made a parallel buffered version of the cross intersection!
Cross Parallel Buffer
Score 82
RHD
Set 1: 100, 97
Set 2: 80, 81
Set 3: 68, 68
LHD
Set 1: 99
Set 2: 79
Set 3: 68
6 car trains, 174x174, 2 lane, 6 tile spacing
Cross Parallel Buffer
Score 82
RHD
Set 1: 100, 97
Set 2: 80, 81
Set 3: 68, 68
LHD
Set 1: 99
Set 2: 79
Set 3: 68
6 car trains, 174x174, 2 lane, 6 tile spacing
0eNqtnU2PJcdxtf9KY9aUUPmdyZ0pL7zwQrCXrwxjSLXkgUdDYmZIWDD039/uId1d053R95zn9kKASKmfihuZUZUZeSLyf998//7n258+vvvw+T+///HH/37z7f8+/ptPb779f6d/vP/f/nz76YeP7376/O7HD2++ffOHjz9++nTzx7cf375/f/v+5ruf//KX249/+vDvP/z48fZm5rv/dvv5Jn17k47jm5s1fv3n/O3NvPvHmX79x/LtTZ/f3P3nTx/6zQ9vP958/vj23YdP39ykUf/n7j/f3OSb928/3N79X24+v3t/e/Ppp7c/vPvw1z99+O7vN//0y48f3r755s27H3788Ku1n9799cPb9/emfv77T7d3Nv7y7uPnn+/+zTdvPrz92/2/+PX/8bs/vPnH3d99+PPt/7z5Nv3jG+Mv/3j6y2z95XenvyzWX/7b6S/rP/7jmze3Hz6/+/zu9tcf/eUf/v6fH37+2/e3H+9+zsNf//Dzx19u//y7O4/eI3/68dO7X0fuf9/c/+qa5jdv/v7m29+l3O5+yJs/v/t4+8Ov/4d2b90TbH7A3vN+95vtO+z4fXsAt9+3f2xg5fEX3g/4X//rc2zleoTtUFVH5fEyqqmey6Hn6gbbVc/l+cRzF9ED+bHsfvxEftyiljxV2ukHH09/cNqg0+HP7jovz+6U/LF/yt0NUJLDphwv+aLs2E4UPbDr+Jo8duSKyEuwuenkkiLydgQ7Ig9hzjlRVh7ITfDzROQh+BnFYO1KDOaDzOnn7J3dORmjGHpk+/3KiKz4w4nDx5lXLs+PXBFZ8XNDEa7Y3OU3dH3gZsHLA1ms+GKiN0cT5txSfVHyyRe7BdOBbCyX/VqciGvOry8ZkRWbi/oGOk6L0ZqVt1sxYu54WFPVdDkySkPkcnkGl46+I4rN7Nun2DzR+7gI824hcro8N6r+5asvzbudP6oTh8PxR82IrPjD+PIdD+SyLs+7Wgn5qc1bPzfyTZVs1r98xwN3Cl4e8lruvN5KytuuTrTCUPy80Ns/XZ7PTd4D3r8XH/y8I6Fv39O5sPNrc2JuWb++ELJksxNzj94Q9pOtIbKwn2ydrATKVGKjDfK9lvwxEVnxxyLv+iLsr/uByML+uif5qzpfGsOdP7oRhzVZ/pDXoPdv4keyZHVFViu+lnOcx8OOpFSBK3/7jm5x9W/f2ctjn3buKN9y59cda/n73Ke/eJvSPfw941Pubr4OlFnZ//aRVRvrcbJxRyoyqV4gVfQlqPuZMhqaKXtWR57fswZ6V1bpMIF9lbZHAGOhuM370ZgHGo39OQeLgz0rk/1gycpozIK+t3s71dgoa53sPILRQHmMkrYslLkIWPq3oj75lRdXbNP5coyTnRffy3MRchbW88uImrwi8s4bKxFyEXaNS4+o9NIY7jy9Cor87VxbFUXnntXklWR+6Tfv3iLLiK8jnebAjjXILi5goW9NwFrkHbJn3WtV1IPgh6VN7nuUfqbcTyjhDBwdZUU/GH1nIhjauEQw4ztT2yUYC4Sxh7FICGAsFAIYi4U9LB1ongUwlN+OYGhbH8EKmmcBrKJ51vYwlDeLYB3NswCGzoUiGDoKimAoAxbA8oHmWQBLaJ4FMHmhdC+8eIQpi4bkKBpOk7jsLdU35uVkabAVTJnFRGAbi4kAxmIigLGYCGAsJvawwmIigLGYCGAZTdu0hxU0zwIYSk7lYAOemJIgsg1twSOYEQP54hA4mtSLQ4BUAQGsosOQCJZQQAWwjAIqgKHvQNqvwCs6XoxgKAIiWCfJyjSD6KzoOxDZNmXblmLbIvEZ2NYOEp8RDOVlIxiSvESwQuIzglUSnxGskbxuCk7HUkN75LTfCDW0R45gaI8cwdAeOYA5x+L5ks96QgEVwFCWKIKhLFEEQ1miCIayRBGMRcA+nDqLgADGIiCAsQjYwwaLgADGIiCAsQgIYCwCAhiLgADGIiCAsQjYb8gGi4AAxiIggLEI2MMmi4AAxiIggLEICGAsAgIYi4AAxiIggHWSWUvSoX6aA4XXfnvmHEqfwiuALRRee9hCgo0IllB4BbCMwiuAoRPlCIaOlCNYQ+EVwDoKrwCGIuDYb4AWioAIhiJgD8sHioAIhiIggqEIiGAoAiIYioAIhiIggqEIiGCD7NqPYNeerfPjxx869rCFAmoPc86PTwEVwBIKqACWUUAFsIICKoBVFFABrKGACmAdBVQAGyigAhiLgH046ZXz5+PKI9ARZ+cE+RRQASyRY6TYtoziM4AVkkSPbaso3ANYI0n02LaO3h4BbKC3RwBDp8YRDJ0aBzB2ahzB0KlxBEOnxkfZw9CpcQRDpegRDFU0RDAWAQGMRUAAYxEQwFgE7GGVRUAAYxEQwORynuP/NK93Oy+h/UVl0ZD2VrJoCGAsGgIYi4YAxqIhgLFoCGAsGvawxqIhgMlK69qjCVy34AwmcFr7fZ9zjvwwgUMYWR+FsAYmcAjrYAKHsAEmcAibYAKHsAUmcATrB5pn++2Qc4p8mmcBLKN5FsAKmmcBrKJ5FsAammcBrKN5FsAGmmcBbIovyrLqA+pJc668BS85p/V4aJJWk/rNGSfMZT36U2n95Zw3nwJvv5MYGQVeACso8AJYRYEXwBoKvADWUeAFsIECL4BNFHgBzPlarGgKbxfZU25KVddLobdvjSevrFqOXhjbLoFy6XTp5xfGs1PW7dtoqrmoMpYPr+iVsd96oVrqENbRKyOADfTKCGATvTIC2EKvjD1sHeiVEcASemUEMLnCpyd7Ei85WzsAXK52mNWHqx1sSpsP6ONrcN+C9egp/XFaJcXmYaCbh54GenjoZaCXgy7G6XgZyUMnA108dDbQzUMXAz08dDXQ5jDqX68yzWE0onGaw2hE4zSH0YjGaQ6jEY3TG8bEsg/bXFxJLPsQwFj2IYCx7EMAY9mHAMayDwGMZR8CGMs+BDBjFdi86HCqvpsXHc4Jfvdeck5FuLfkKM7ZvrfkKE51uLfkKM6pv7nkcOrGzSWHowcwlxyOOsBccjhaAXPJ4SgHzCWHoyMwlxyOqsBcchT5hHWGm5ZtE3VDb1Daw/yYQo/aItesl/P+c05lF1dKAyorGf5Ewf/Df71990F9xApurCqkluUOt4dN08LuO2GZjxhPHrG9G4EoOiMn1ORZeOpurjqhZvMRSXECysxHTqimhdN3QjMfsRQnEM1D6IThWZj9d0JFGcjIXlkjml8M3Lq9JeTwnFH8ty+qtY+c0cwYK823t4A+q7K/SdVB6IwG+vPKlprftbJ8T6P9XuSMCRpbys4wv2/Vf2d0+WSt+W9lvev98D/+jmpjpWhZuL0eqTsrzsd3h9Bjt3R5xdnO82VI1zoZCo+z3UO5fan7RxKzXz6SKH2QI4mnNu9nyCRHEhp6kSMJCe0oQR7zAxo6kSMJDZ3JkYSGLuRIQkNXciShoRs5ktDQnRxJaOhBjiQ09CRHEhp6kSMJCW30PTgdSWhoIxqXN4xGT4SyvGE0OiSU5Q2joTo5aeA0tBGNyxxG0k1ERDv5GHMYJ0r1SOgF0dt7Dg9wSZ5m50KneBo6Q/QWRu7eFe1ECvvIzgZhgp0dXIwroge4m0JET3B1vYheKDW1Hbh6HBB20c5qdXUoHjqjbFfgggJhgp3OKfrw0A3cUSKiyVXzIhrVu0QDNyFMsJPc7qmhE1JkaugE0VsYueJTtLOgLJyErhC9hTk9VrwJlkjHFRHt5DjNCTaJzF9DOwoXb044CpfmDaOjcGneMDoKl+YNo6Nwad4wWgoXcxgbURNp6E7URBp6EDWRhp5ETaShF1ETSWhH4eJlC6ujcPGyhdXpouFlC6vTU8PLFlanw8Y0h7ERNZGG7r6a6Ol5w/bKdkfjEqfG2hY9EVq5wt7o0lFOX8Zy+USqGnqXM1qorKs1yYdd55PLqhx2VeMWiLMsTHKJXFvXxkt2b2d2rUgWJsLbFbKwttfBVEcHc0roBbBxhWZLdMK84hGhExZK6e1hrv7lK82W5oSWrnhE5ISW7QvB08yXlQ71qfrF0m+JDqlXPCJ0COoqEs0K1FUkgrl6s/6SR/eDNu1r3J/Nhu2H1NW9lMOeDf24QtElPsKMwK90XdIldrVnlOzZz5huxuBX6i5txvR6hbpL9HpDyZ/AJaYa7SuNlziE44pHiC6ZSOMlwmWd6Kg2fMjqtOlb7vRFWeGaers2HXJd+3pxOLeraqdrymrRgn374nV6qKzmuURWja7uu8RQxJxykknYCziKmBO6KFZPJNeTrF6yXC9cqO3ketXRw5xsVtzh6GFa6OltqDt6mJ48dEH6RQldkX5RQjekX5TQHekXJfRA+kUJPZF+UUIvpF9U0OtA+kUJnZB+UUJnpF+U0AXpFyV0RfpFCd2QflFCd6RflNAD6Rcl9ET6RQm9kH5RQLcD9fDT0AnpFyV0RvpFCV2QflFCow5lGrpB9BbWkX5RsnOgjKSEnhC9hS2kX1TsTAeSHErohCSHEjojyaGELkhyKKGrmu3Lj9m+43IGpKUmg2sEblswq9+VnDGQrlFCsypeCb2QFFFBO/qa7E08R19TvGHMGakHJXRB6kEJzap5JXSD6C2sI/WgZCer4ZXQE6K3sIXUg4qd1m0z3gSz7p7xJpijoanenHA0NM2bE46GppnD2JB6UEJ3pB6U0AOpByX0ROpBCb2QelBBO11jvFxdc+7B8XJ1rWakHpTQBakHJXRF6kEJ3ZB6UEJ3pB6U0AOpByX0ROpBCb2QelBBOzfveLm65vSV8XJ1TVfXrFBPUbbggoSJRdhjOZ1lVniGlbZoIxbjdNre6o7QktXOeeEDeqzLh3rNuNvnhH5q9X6GyHebnC9YmIei1GwdKUwll/SExKuKS7p8e0N70SXbUHe1Nl/pNNNejNY6U5aKFrOsaNpb2q9QaIY/f1zRcFB0AsuLBk5YaK+9h43jCvHWoSiV2khXiLc0/zq3C9V0ySXlCmVV0lxSr3iE6JKGxFsivMviLWD5kMVbfiQOWdO2kg9fSAaVhJWHfpPRai9Nx+0nayZi99MP7fYbPp1ua8tzSSFozWrjzP4xRzaE1sHNUdDU0Nf7YURqNs3qIevCHq7BHfOyLqw5+pm6PHcsUujzFL0N9JN+Ru5q99QdW5sd9Uwbns2ZyOQ0dCEyOQ1diUxOQzcik9PQncjkNPQgMjkNPYlMTkMvIpNT0N26L6l56ERkcho6E5mchi5EJqehK5HJaehGZHIauhOZnIYeRCanoSeRyWnoRWRyEjodRCanoRORyWnoTGRyGroQmZyGrkQmp6FR1kZDd4jewoZcWHo4C7GeUMYmsnIR4dZTb+42QT27FcGnYqrxrGH22D4iIeuFhtnd0dFka8fSHR1NtjYWPcuKtvuTdH0z1JmKJph0joqmei8epqKJ7JxE6qLZuYjURUJbKhrvY2SpaLyPkaOiad6csFQ03jBaKhpzGBuRumjoTqQuGnoQqYuGnkTqoqEXkbpIaEtF4w2jpaLxhtFR0Xj77W6paLxhtFQ05jA2InXR0J1IXTT0IFIXDT2J1EVDLyJ1kdDt8HtwSesjpqHRbDZi0dzIWyoab340eSW6urX9YRoaacfCNDTSdsLQ0LR4r723eiK0ZLVcc18f97BVmB3yHU2lns46769UEqw+KWguWV09q41czGk/IFxG1Lvcn6023yEVCbgkuxu5bnQM5fC3944ObySXDK5W+mL9FopuoBhjD7viJtAv82IHHegm0MBCp9vMY6miNDyOaiaF2Zft63KgekLN6kqq84aS6RqoK5sUwgP1aNN8PRBa8vUkhX+ar1FNoeTreZDqPMnq6WrZ8kvv463PJ+rNFrw9JuqWH8Eq2jJIfpXVarP6Hu1IKKTEnqyL+dIuYb8K2jtE1am143hpqbIPkGUsZovlEFkZ86XDgeGQlWSHVNshS9Zsl5PkcEj94vpCnZ5GU7yt7v++3MP5Gzgr3mbnf/v1kHML07EuwQbpr6B5cyK00MWuO/cundZDQtPpcbgngC/O4LJ9RHqNJVfbovNrLBT3VhdktTCcw7qbqXnD2fh976MpB7rjMKsocn7pEfthHa+xcNyj52ssd/czhq1JlRlj3dyUrBmTzDVpnvZwWvc5Jcvnjj6mjJc/DoPd4BTB5P4y84g+rnkL7iirL3lzyKuk5S5khqGJKSUMjz3aUKSVZaHzQarb7utWFHhC66Rt04+R8xXJKNHegpZigb0VCYOEPrTDUcKkcKpt32WOLiZGb6Mvj9dwyPb7kSe/heD53Ng7ZpHeVJLPHbXMCa3MlOJ+/Y6XHLN/RH4N67fD6qhmYp9vJ2Mxawxzs2dMQfeIasPaEVqajFfccKHOmPka1u+Hdb2Gz7eTsaLbRYOPQ028sPi5l+v2EZkXFovfy8ryp4FLrqj6HUVzSbviEaJLOiksVuGDFBarcOcM31u/Viej6q1f24GqspKCTqgqS0JnVJUloQuqypLQFVVlSeiGqrIkdEdVWRJ6oKosCT1RVZaEXqgqS0E7PWmWN4xOT5rlDaOjqVneMPaCqrIkdEVVWRK6oaosCd1RVZaEHijbIKEnRG9hizQvl+wcsrY0PRy49qmAkw8eh7Bgd1Q2x7rgWUtXE86AvZ0VncQInToG09V0oZHXcHQ1j1Z3oQnIGOOKlIvUeGVY+prkDedCxyTKcDr6msdjEmk4nU40j1ZLw+noavKwfD3LFRmFpGhYhqO9KckbTvmco9Tozde34O6Dn76r97NkoETF/pVqdKA5dRuXPlZzoeyBgl4HRG9hCZVgSnZmVIIpoQsqwZTQFZVgSuiGSjAldEclmBJ6oBJMCT1RCaaEXqgEU0DP40AlmBI6oRJMCZ1RCaaELqgEU0JXVIIpoRsqwZTQHZVgSuiBSjAl9OQlG33tCyKmo6s5zqu6HSyh6ooIhm5r6kJZ10xI2daF3hYzFS75+zJIFxeFM9UrHjGVzc90eszEW7c9ur/GhnPvmIHQ0oxByjZtxiyuKnw+nFvr3U40ubw0Kbe/IicuXBTnvavB+eoR2ry3OtM0a947ipx4Z753TENoZd5b9z0la95n96x/+fN+XvEIcd6jjt/BJ6+gnWMES/y8+bl/6/YR2a9x6P1yemKWQg5Wn0677SqqVHKwqqEbOVjV0J0crGroQQ5WNfQkB6saepGDVQltaG1OB6saOpGDVQ2dycGqhi7kYFVDV3KwqqEbOVjV0J0crGroQQ5WNfQkB6saepGDVQnt3Pt0eMPYEkRvYZkcrGp2ImV4ZCdShndlLdSQMrwLtauz9ddAbxfmbbyGQ7brz3aFMrx3aVPUkDJcGs6OlOHScPb0GujtcPb8Gg7ZDmdHfUs1X1eElnzd+Ano80m4t76/hvX74Ryv4fP9cE60ddu/Vq2bn7zv9mC7QgmdIHoLy+SoUrOzkKNKDV3JUaWGbuSoUkN3clSpoQc5qtTQkxxVauhFjioltKOpad4wOpqa7g2jo6np3jA6nWu6N4yOlqabw9jIUaWG7uSoUkMPclSpoSc5qtTQy6/PfpoY3C4HDG3Nqc65CyUocyW/12Ovis2ZFFBrNhe/06NmM7rbqQs9EeaSOyaO8zHUs24I28TxUiugyhw+/Iqeib0GB/DrmlN90W52xr+1d7k9bY6nft5CE7/nVXPCOpDWO3IC0nor4bEcRU1q0duibNHsVF9IQ6yDnepLDhnIaqHzyzquyc+030s+X8gxCjodvLz+ufVbByWm+VZmTEKab2nGJHaKr8yYdEXlvjhjEjvNl9D9ilSQOGMGEgxIM2YitDSs7BR//3HIV9zbLX7MMsvbBPaqHRa/lgiIlhbSUEkaNPmup1ODz6eL373NzW+UqYE7qXJXdgIrD1LlrqEn6cDZizY/Fmkp34WeGctQ05y6vmvo5N+53A/h06Urah5vL34K3g5iQfcAd6HtyXLugDrOn9strPm3BmoOQJ1OIysH6fyueXOi5W5SJpepNE3nrVuWPv9On5p4sb51TE2vscXYriyc255OaOVNUdlaVBlOt2fNV6pecTjbFZLbLC13a3+NxfoePV5ji7GfMaj7vjZj1hWi1aKc166GuvBLjmnJv4BT+jI21Hs/eH831DsqgqHe+5o3m39dl+bN7t9OJX1mHTXN8j5f1j1PxUMv0ptVXOKyu556kkLZ6UxTw+/LdvL1TK5kUu0uxO4mdBNY1m1Py3NJI2jN6k4ukuqHohJbrDtN35akr47u345g7pq02D/e0c88Cvya0BNjDXT/dhcaV6yh7gRrfshutClMtFFkcD2BtyimWlMibaD+pVKkOdqZMi7MX7cTzVfJvqRU2SxHNVPTJXvXFVVBh2TvPMiFQc/h24hzFDPLC2ZHMbO8YDYUM6crKjWrK7mN6PnU20ahoZk52a25pJNLg1S7B0n9taWgJ0ILxZbL6ElTWrKsdnQzJ7Rita6baY/fky7MbEc308Il4naX4tz71IaHNlafbXnoRnK4GroTvY+GNmKxm8NoxGI3h9GIxW4NYzoO1DZYZKO+wSIbNQ4W2ahzsMhGrYNFNuodLLJR82CRjboHi2zUPlhko/7BGjuhBsIiG3UQFtmohbDIRj2ERTZqIiyyURdhkY3aCItslKkR2ROy97RF0kARLevNg8NVZNqT9ROJfCLvWe61FqdUXVvKedjdM9Cta6Ff0bVr2nxy+s58xd7TOikfEy0dpH5MZE9SQCayF6kg09hOs5lmzoySSA2ZyM6kiExkF1JFJrIrKSMT2Y3UkYnsTgrJRPYglWQie5JSMpG9SC2ZxnYkNO7u0NHQuLtDR0Tj7g4dFY27OzRa0FR3d2j0oKnu7rCiq0pF9iCSBpFtxKW7O3T60Li7wyavUFeOVqgB2TnTMGeJI5s57Q2FBn537ILYS1kFO6Ka095Qs7shtmZ3RwoBoZHHHXsgdlN2SU0WebfTMVKT+oPc0Z2TjeJ5xbn26cSWvNKT7JXTIVUbii7oji4LbNoC9ELqbGV6JYW2Mr3xotgvc3JP7VdQVctZ/mYEFk9ebPvF4j118Wpb1Q8DtQKP/ODobMq4SMtcs/H8jVf3zyj8AlTZxyy3E3nlivtJZa90Umom+0O+oXSSGW2sW1f4ndl/H53uNSv8Pu5XJE77mlMGX7J7qt/Hul70+P7LzgQ5olcKEkRodlfELsqKxFDknEURmt3dLz5rWZonA4kimrLDcQQ5PZnshWQREtuR5PRmshMSRmjsjJQRGhv1/RbZqPG3yEadv0U2av0tslHvb5GNmn+LbNT9W2KnA7X/Ftmo/7fIRg3ARTbqAC6yUQtwkY16gIts1ARcZKMu4CIbtQEX2agPuMZOqBG4yE6QvaehVuCipagXuMiukL2nOd2mzHnmKHCSO88GacAlsicqRdLYi5Tea+x8kAJ5kY16gYvsTIrLRXYhJeAiGxVWiexG2iiJ7E4Ky0W201nKHUvUClxkL8je0hzVTjFnRkFdpUR2huw9rSCtmGZpRVoxjd2QVkxjd6QV09gDacU09kRaMY29kFZMYjs6nWaOpaPTMfNlydHpmPmy5Oh0zHxZcnQ63R3LhrRiGrsjrZjGHkgrprEn0opp7IW0YhLbaW5j5suSo9Qx82XJUeqY+bLUUBdGkY3a34hs0P/m6YlEQO5IhaZZPZCeS6kOSG0izZXQNvde4YTYkt1GE5zzSbjUz+q+LBxpgIQWTPd9zGSVTgGWF2S50EjsviepbPl4yfK+p+t9/BOgo0b+Mv2KTv4tB7qa1K9o5S9bjnr5t7K3eFzRzP+LxXvqFd38VT8M1M4/9IOp1kkHsNhs15iSMudc1U5qwPLO2+S/MEsGyilGIzhRpi+iLd4oXfXqPK54Rpb0VmmakVgq+B35imeov4PVRAajO+sV+j/VK+2KZ6he6SinFnllIG2e6o95hbpQ9ceS9X9gRNeBNHpJWQUuXUf3ou/3K9iVkeVFWddbnXRa5JXA7urr0eqU/N2Qrispuz+rlU4z2QPpujT2RLoujb2QrkthZ6ubTjHZCem6NHZGui6NXZCuS2NXpOvS2A3pujR2R7oujT2QrktjT6Tr0tgL6bokttVNxxxLq5uOOZZWNx1zLK1uOuZYWuoddywb0nVp7I4yGhp7QPaeNpGuS7OUddOR2PmA7D0tIV2XZmlGuq7I0gJpiqXomkaR3ZBKTGN3pBLT2CyjE43ehDTF0oU0ZxLbUejki++ckiBNsRRdwSiyC1KwaeyKFGwauyEFWzR6HdIUS5keTmMzPZzGXpC9pVWmh5MsrUwPp7EzZO9pTA+nWcr0cBqb6eE0NtPDaWymh9PYTA+nsZkeTmI3pofT2EwPp7GZHk5jMz2cxmZ6OI3N9HAam+nhNDbTw2lspofT2EwPJ7E708NpbKaH09hMD6exmR5OY1dfs/b01CIgN6QrE27juGPLnTnWWbUi3cB0Rx/y5VYn7UBd0slc7pNohWS6fKp41vN8oW95tuYm+zYPVM9YV2CxfEH4MSQPFK4Pkj2AahlDDzSuD5ItliPwrAx6wcvojuLQA+b5farAA3KkpaV4YKKqxcgDrpYmg7idqF4xtNiMswzejq6WJr8Yy3X/DJSTCb1iqtlKA14ZXBMlewXlaEKvLN6vTPXKOrgmSvXKQjmbyCsrE02U7I/CNVF1iv6o5DI++RcgHU0dymqX6WhENtLRiGykoxHZSEcjsQvT0YhspKMR2UhHI7KRjkZkIx2NyEY6GpGNdDQiG+loRDbS0YjspSoV18PtNbUL+/LCut7UfY/PYvW5WRdp6LQ+pBW0Wo9oFa2kIxpbgUY0dAFxSBtoxRPRppq9ajmayX1PXuR8QIs/R+HSzNh29C7dfE87ehdz/VQc9Yu5fiqO+qW7Y9nI+YDI7uR8QGQPcj4gsic5HxDZi5wPaGxHC+OunxxljLt+cpQx7vqpyH35+znP16QdWSlyze+ogC7X/E5CRx0Vq9I3uRSkBK37zGJx9DGndVREW2gdFdAqy3pGNKQ/C2kZraMiGqoKDGmom35Ia0R9UpU+DaXKJwW9+1FY5TrAsQBdPqs7d4yvWeqmUKq6D6v32Y7f2Md+BBvbeZWAxnZeEY3tvCIa23lFNLbzimhs5xXR2M4rorGdV0STd1738f8wd4VvX5PP1c69V57H3PZsv3QWJ3slY+ksTiIai5OIxuIkorE4iWgsTiIai5OIxuIkoqFbrMsKaKjuJqI5tx49zreQlsh8C2nobDmkFTLfQlol8y2koXupQxqqTytBfs1RZZzmW0SbaL5FtIXmW0CbqA4mpCU03yJaRvMtohU03yIaquMswT7E0U6cZm9E62j2RjSkUAppqF4spC00ewOa0zukXPylC92GF9JQJUpIK6RaJKSxWAhW2IvFQkRjsRDRWCxENBYLEY3Fwp5WD7UT5FdasVIkvUs92HcislXW/5wVXLKtKH8V2iorfc66KtlWtqaKbEX3QMq2DvQOimxF9+WUFNBQ/8aIllBlf0hL6B0U0TJ6B0W0gt5BEa2it0REayiOIxrq6hbSWCxEtCnH7fndfWhxa/XAePjleb9vqxnlpUIaykuFNJSXCmkoLxXSUF4qpKG8VEhDeamQhvJSIW2SSAtpLBb2e8paWCxENBYLEY3FQkRjsRDRWCxENBYLEY3FQkRjsRDRWCxEtCWfGZ7OL3IL6oKqc0J+iq2IhmrtQhrqax3SUAekkFZRbEW0hmIroqFOKyFtoNiKaBPFVkRbKLYCWmOxEOyVGouFiMZiIaKxWIhoLBYiGouFiMZiIaKxWIhoLBYiGouFgNZZLAR7pc5iIaKxWIhoLBYiGouFiMZiIaKxWIhoLBYiGouFiMZiIaCNg+z0s7jTt/oTPPzyFOyVrLtA2kUaumE5pFUSaSGtkUgLaZ1EWkgbJK+fljhjJonj0NZF8vqqrc7J9+NbIrJ1oormkJbJWyKkFRTHwT7POvluF2kNxXFEQzeOhzTUKTWkobtvQtpCkRbQFouFiJbIGVcaWtyyk/DQVnQSHtLQSXgKdn3sJDykoZPwkIZOwkOarKrND4rwlAXda12y1jz3iLydh+1AapHAA+1AapGQxmIkohVyDpyaFM/tQJ1LQ1sbyUKm6Oa2dnQU0SWgofqmkIbqm0Iaqm+KaIlFR0Rj0RHRWHRENPYFiWjsC5ICGvuCRDT2BYlo7AsS0djOI6Kh7tcRzTnjrhfH1DnjrhfH1Dnjfpxvxwpohcy3kIa6A4a0RuZbSOvk9odjCPVxzTnxPrGX0KmkWfc1rIjd9uyF2EOojmoFfU+i0SvoexLS0PckpKHvSUiT+9weD51Cjqqs2+Qq8686rt73Hg0s7bKl3bQUVXMcI7BT3qukGtkZzHG0AovsrHJu+NwF9Hi2C9/bejpPv+CFcp5Xe5au300vWbp/41VUAxV6VY6nekSjv397VqRPDO2Uo6lW085BzhwOLbvTKtrTHME7pS7SrfeINCmtocrByLqGVPAhDangD3GX3pAKPrS1kl7VRwnHpcnv5MeoPKTfjTLKR7C7O53SX3pr9sjOfVQ2tP8J7Vwkg3toyv/GatEP5Tbihs7zj7WUbx473RftJueZqt3odPMIdoyshj2kdfTWOsSZRpQAz7y636V11Nn5UO55aJZKIHl2D5SN0Owe8snP8Tiax5pS35hmKQjC0dzHn6UneGRLe9dBvnbHWqJXGrjpU/VKR2zNK8PeRx2rK1E/pr03eUYO/LHAbX7P/LEfR0uPEH659nFp1eUv0+6M2JrdBaxDNpGzH81Z0Td3SOyG2NLeG6kcVLsHYmt2kzXqM3YwCxdiD2UWLjmTcrqF4rjvjKZ4HPUJEL2yMmJrXino26D5pCK20mOyrQZyAnd2a19jR2WRmumVgdiaVya4rfcZO/DJQmwlu9cP9tVU7O6WJqOZdmf0ZWvSO6UfBb3Fi8SuiJ2EWdgPPY8zH8j7zpD9kDOg+cxSrBzoW5OkOce+kUWacwu9P5T8RXf0Ho/sqeQvepJ3len8/U3SG7s7apDHt9NcEltfvx4vWR74vKL3qrKT7wlE4uz7SEwgEmeXZsYgM2MOcWZMMnrP6cHoOdH4sEOY+wx4dzQmeVyk6RF3yljMSEXXrU4Kj7+1BLSCfmtEk7MzeT75rU9yEf/xzZt3n2//dgf6/v3Ptz99fPfh8x3m/dvvb9/f/bs/fPzx06ebP35382//8s93//qX24+ffu0/P+8rHfKoq9XR7l/k7z78+fbugce9uY+kOyv+fPvph4/vfvr1ef8HfPvx7fv3t+9vvvv5L3+5/finD//+w48fb29mvvtvt59v0rc3a/36X/O3N+O3/1q+venzTx/6zQ9vP97cu/DDp29u0qj/c/efb27yzfu3H26/uek3n9+9v7359NPbH959+OufPnz395t/+uXHD2/vrH/3w48fPr359v/975vf3HVn3ee//3TvxF/effz88xcH/t8Yffl//O4Pbx5/2pdolv/yj6e/zNZffnf6y2L95b+e/vLLyH6ZN+9uf/3RTyeR/a7MTVAvk6DJbRuC8ncoP77J7lBKll0Pn/YEvYE1+0vxzJM7Gzt4YQSeHGhQtu+eiazaopY/A5/eZr39Sh3+eDzlbnO0CawWc1XykRmRlWxkAautZ+R9lQIiS1l2sFfLVVodIbKSWdLXdI/6kjuytOqSV3R5vcTeeoRkIJ95ZPsdOBBZyMk6WuL0OPOE7Im14kuRzbv54az+ThGu2FztE6lcs+DlhixWfNHBOj3XqsRKHmBdvGFvPT3RG0+xetlnf/djuFsyHchGIdtaSF5R+vWOErk0y2aiT8lVyHmVishCxquwr59iM/v6KTYP9K4XMrdlIrKQty2kWkayuR6ILNhs9QN7IBch61eJSuWZzbu5UcmJm2ZztfWTuUzByw2tAhRfdPSmE3LZ1ddo3vtiR5rExiLkxJ3uYmU5v95ROD+SFZtR17FchD1fy4gs7Pka+upJNqOvnmRzA3UfuUwl19M6qNT4lb2jEXXmMx9sZ/FEZGFH3YgyU7K5H4gs2NyTXQOWi1Cx1OUz7OOU+iuSLuakh1arwTSbyel13t8C05u/XyxCxVrv/h6mCLU7Ha0tg98+7Tqoext3JP3eu+OlWbR7y47DroIKrNSVzelsZVXeqiOjOblPTxc0xntWBbq3X3/zjtbQF2+b7h5o/xWwUL6xZKX6cKB843P27k02UL5x7wPUCy1i6TUAZ39KFR0zozm0rT2ZBc2hPauiNZf2mxvoBnBv58XvwSQ9DHIW1vpW57QVkXdv9En6Fzzzxi5W50Jr22P/tkN3iQWzCymEI5auO1zCrySdBfP+NoVF+gpGLPStCVjoWxOwht3nLOetqsromNZPpIuRu9BXJbgf40CflQhGOmyGMNJgM4SxKNhX7h8sDAIYi4MAxgIhgKG9SARD2/0Ihnb4AcyRxdZLo5kSmmd7TV7SN++PTf1yljY0KRU0iQNLUaosgqEzoQjW0SQOYCgbFsEmmsQBbKFJvIflA03ivXgzo5xyBEObiwiGdhcRrKJ5FsAammcBrKN5FsD0zjLl9EqKuoKgq75C2xaatvuuB+iirxCW0LQNYCgVFcHILV8hjFzyFcIaCqgA1lFABbCBAiqAsQgIYCgCop70KAIiGIqACIYiIIKhCIhgKAIiGIqACIYiILz2gURAePcBiYAIxiIg6NDGIiCAsQgIYCwConaJKAKirnZyOv20QLhP2wdtrlBABbaho/HYNrQ/jmyb5CAntg3pvQLb+kESkqFtHWWJIttQliiCoSxR0Oe+oyxRBENZogiGskQRbKC3RwCbKNwDGMqTBrCB8qQRjEVAAGMREMBYBOw3ZINFQABjERDAWAQEMBYBAYxFQABjEbCHsQPoCMYiIICxCAhgLAL2G7LJIiCAsQgIYCwCAhiLgADGIiCAsQjYwxaLgADGIiCAsQgIYCgCgu72q5IzjEOSuiZ0+1ZoKbk6JYSRHm0hbJLwimCLhNceltEFWyEMaSgiGLnwIYQVkvU+Ak11RtdphbY1FK1jD+sooALYQAEVwCYKqAC2UEDtYc75cb7ks5RQQAWwjAIqgBUUUAGMRUAAYxGwj83EIiCAsQgIYCwCAhiLgD0sswgIYCwCAhiLgADGIiCAsQgIYCwCyh7GIiCAsQgIYCwCAhiLgD2sHCTrfQTNuLJzXpwvDUEhV/e8YBuqXohsQ+ULsW1INxHZ1knWO7YNnZlFtqEzswgm92M4Hm5mWUJnosxOkPfXUGR2ghzB0PlZBEPnZxEMnSBHMHSCHMHQCXIEY9EQwPRCtx5N4LoFL3ILztpv1KzT5HUJlsh9MREsgwkcwgqYwCGMqOpCGLq9LYIRVV0IQ3dOr/12qKHr2SIYuu8wgDnl06d5FsASmmcBLKN5FsDQPWwRrKJ5FsDUauiyHm4cXE+6Z+UtWI+Gsh5/stQ+i8XGfhHWWWwEMBYbe9hgsRHAWGwEMBYbAYzFRgBjsRHAjK9DXdEU3ndpk5sFtByF3bZFm1wXXdbpDsBVtN5yEwXefo/hnESfAm8Pm+iKzwiWUOAFsIwCL4ChW3EjWEWBF8AaCrwAJu+z63hpEu+bGKrVnKXNB/STGyb6FqxHR+mPg5OEj6lxZl16s9DGCXbpw0MnA708tB5VZSQPXQy0N4xGsXQZ5jA2A20Oo7GSG+Yw6iu5Ms1hNKJxmsNoROO0hrEYp+dlDg9tRONcHjqjdUHaN3AtaF0QwNAluhGsoXVBAOtoXRDABloXBDB0RW4EW2hdsIc55+rNiw7nlL150eGcuffkoY1Y8ZYcxTmP95YcxTmd7+YwGlHVzWE0YmyYw2hE3DCH0Yg/b8lRnDN+b8lRnBN/b8lRnPN/b8lRHDWAt+QoepP7GW5ato2rDZ1AaQ/zYwq9Uovc5r70UypiPrsGuG/hcp5jFh+O8hxzm8kveYHOamlKctdS0AlSYGkh3RJlS8n5amhpAZ3bZEsrWeZFlsp9fXP2LX0SYT/819t3HzSlya+P2EIHWZhGP396Fp70Ji9YSBT8kYX1MC1sgoWV6JZDC7Np4VIsJMq10EJZs9Oz/TKucgQN/zPiKBhWij5/2+sVDD1DaY+ztCl3b0yEFq5xKlX9WpV2DgSpO3Rph596fXql6HYYWyKp16cO2a68DCXEKfWqoQtJvWroSlKvGrqR1KuG7iT1qqEHSb1q6ElSrxp6kdSrhO4HSb1q6ERSrxo6k9Srhi4k9aqhK0m9amgjGpc5jI6CwxxGIxqXOYyT6E40tBGNyxvGQfrriWhHJesN40B5fw1dIHoLq+ByJ9HOhjbgErpD9BY2wJ1Oop0T7ewDOxeEXbbT0oh4s9VRjCRvgk1yn7SILijRsR+4WSFMsNM5dzPnBDqFi1wwIEywk9w6LaIX6M2voRe5jFNEJ5QD2g/cyhAm2FnAbXIiGum3NHSD6C2sg8vpRDsHymJJ6AnRW5hzCm5NsHqQXuUi2ulHMjx0JtJaDW1EXEse2oi4Zg6jEXHNHMZOVBMaehDVhIaeRDWhoRdRTUhoR6HiZQuro1DxsoXVUqh4w+goVLxsYXUUKsMcxkZUExq6E9WEhh5ENaGhJ1FNaOhFVBMSOh++auLpecP2GuMsn5Sv46VTkv1N1EY0xnm37SXJjkJlhWdS27uNje4V5fTZLYpDGkI3ZSA7kr9IVssKlX4+9G7KuWXNam/gMpoPl88A57LhxTxvP4r/iIRyh9uD8lrM0/evRDzSvTv1qZrFeoTokopyiYFLmmfvV2oh0SX9ikeILhn2PcBpZsV2U/PylUSpae5Z5iP8l0BF1afBjKnJFCple8a4Kpn89L2yhZYr7Bb9XFHSMLDXjMzsv0mqf831s7DZrk3quEIqFg7gvELdFULN6CvV9nI7UAJub28zo69M395rNGqRnxvTqAUwWaNW/SBuskZtgrnANGpFWLQ7XUZWi1bW23B2eo6s5lltnMOfkodJWLQ7qpgTughbDUcVc0oeSlZnWVcXLmW2U8/RxJxsltzh7BdDT2+3/Y4mpicP3ZHQUEIPJDSU0BMJDSX0QkJDBW1oYs5CQwmdkNBQQmckNJTQBQkNJXRFQkMJ3ZDQUEJ3JDSU0AMJDSX0REJDCb2Q0FBBG+qZsrxhNNQzZ6GhhM5IaCihCxIaSuiKhIYSuiGhoYTuSGgooVHHLw09IXoLW0hoqNi5WKWfhE4QvYVlJDSU7CxIGyihK9IGSuiGtIESuiNtoISWs6P5Mc1zCHm6JXdmzTUCbzeca6GEpeCM5mhscvHQqC+fhs5IMyihC9IMSuiKNIMSuiGZn4TuSOYnoQdKBUroCdFb2EIyP8VOR1VTvTmREkRvYRnJ/CQ7C5L5SeiKZH4SGnXQ1NAdyfwk9EAyPwk9kcxPQi8k81PQTqcXL1fXnE4vXq6uOToaL1fXHB2Nl6trzi0w3RzGhmR+ErojmZ+EHkjmJ6EnkvlJ6IVkfgra6fni5eqao5zxcnXN6f/i5eqac/+Ml6trjm5mmsOodl7/sqXeH9qULbgjkV+5vMdqTm+YFZ5hpS3aOS8cntULoRWrq3Ne+IAe6/KhXjN6yJzQT63ezhDjrpuToFKzuiCtpmR1lVuTnLpCz6Qcsje5y8zXgkoR3pGgUoSPKwSV4iNYjnTbxLO56pmv1I6ave244hGHIjdrjeVM9y5x1TNfqR1Fl5QrFIPiI+oV4jPxEa6+bb00sNs3ejOVp8UPpzauEKWlvViqNZbLCSbkukIxpjmhH1coxiIndJbN2TuhZ6QYE3++3MFwAt9WpL1KwlrK0Nac0E+XDtvI6866dXlWD4LWrDZO8x8Tc0NooNocbU0Nfb1dSw2kc5OsPmlrLonRHu6OHFOY1Y6ypi7PHYWUAT1Fb7d5o/o97566Y2+zUxU1PJs70eZp6EG0eRoa3b+iodH9KxJ6ovtXNDS6f0VDo/tXNDS6f0VDo/tXNDS6f0VDo/tXNDS6f0VDo/tXNDS6f0VCL3T/ioZG969o6Ey0eRq6EG2ehq5Em6ehG9HmaehOtHkaehBtnoaeRJunodGNyAq6HwdEb2FJrvc8nIVYt24/WpesLDwVNJaSuurWnUhhcLQtGmndhtBOux9ur/tTeeCYSuqnO0qbbG2KuqO0ydbepZ90N5cKMruz3+oJ1SAG85rpbKS3hKW6SZfsLETCo9lZiYRHQzci4dHQnUh4NPQgEh4NPYmER0MvIuGR0Bndb6ah0f1mGhrdb6ah0f1mGhrdb6ah0f1mGhrdb6ah0f1mGhrdb6ah0f1mErqg+800NLrfTEOj+800NLrfTEOD+82kRUxpRBuk2dyJNkhDG7E4zfkxSTcBDS2vRFe3dlhOL5rl7Vicm5qWt2MxVDYt3s7vrS4ILVktn1fUx21yFWZHbTK4emAjI3Nasg9l4g0k75LQcge3dlIYjKEcAHf9Fqdz7zkR3g50hKPswFsiKizV7kxUWCq8cBWW+oiKsmHbjtTdVdKcJVKqvej+isjeQWo/tUk3SRXlEPptdldHk16ceNv3SD+Q9YpjHDVNDgN9mw/rGaGVF2svpKJSGs7uKtyaP5wNWS8NZyf1oNpwDoSWhnOSok3N6sV1eKPvJWh9sKzp/q03EhfJiW/pcUXnttgJqHNb5ATUuU39+Wx/qEyv0UlTONXuIXegBk6ZSC6nvEKHukf8Ur6+3wVsvW3oaNpRLJtnkm3uns3yirSeZ0hTLlvts8jwU7nEqBpcr8VYL1m+d0tDQi7JbrV76ZfbD38DZ8Vm1KFm7F+fVk+adQnmrkGTPWAL3awmDZjTm+aEFtpI9uVWXbwYJvtHFLQ4L4rP62sszvc+b6+xpdiu5pyONSerpeEcvFfz8+HcWz95j2l1xiy0/hdmzLC62AxnxgzWxUaZMYN1sVFmzHC1Nnm6M2awbjbacDaElqzuaA+z/f6MA93RFsHk7lHziL7feQtGt9BI3kyHvA/o7ipvJP0mmhdn73aKJXV92g570TAMpU0pYWBvB9NQ2pSyPHRD67xtv6CR+hVJ2KyI/YajsTnWJXvnFeJE0d6FFIRCl+zhqGtSOOG2UZjTa6C3bw9HXRM7ZPv9c9Q1j23tNIdUhJaGsb0Geu+Q/hoO2Q8j05ZKDmHaUmkY12ugtw5x1DWxQ7bDWBK/SeT5a2rrGEdl89XHawtj2dIAVo08mPdZNbQ07fA+q0XukFHO30CpHHoYappzsVpS7J6oWE1CL1SspqCdrjVjeOiEitUkdEbFahK6oGI1CV1RsZqEbqhYTUJ3VKwmoQcqVpPQExWrSeiFitUUtKOnWd4wtoSK1SR0RsVqErqgYjUJzTQ0ErpB9BbWSSN5zU793sOHE7g+FfD0weMQloptoT3s3rNu35nz7YzP1xvb9WdnZxZCD7Th6GZSGNDbJa2lm3kI6C40hRtOP5pHq/tSfO12hDr84WRnFtJwDpQ3l4ZzXqFVSlJyuy+SmpdmjKOieXSMNGNGQgcKynCOjFLyynCeFDWXqjxr9HLdbo7k/jQn8NPPwX4Izcgs5/O4Q5qAg51T7D8MY5D+9dIn19HTVG+tZHSm+Rq9g80DFb8qds6Eil8ldEbFrxK6oOJXCV1R8auEbqj4VUJ3VPwqoQcqfpXQExW/SuiFil8VtKOq6d4wOqqa7g2jc/9T94bRUdN0bxgdNY2ZInTUNGaK0FHTmCnCNeSj32UnZNckZT59afBFynw0+Dzks/xzgU9/1n8kb+GJ1xCp9meSpOjbXhnT1c8cw3dJ5SfkqkuuqIR6/ivq9hGoEiry+iDZhS7Ufs5jckVkl3rszGNd8YilCEtmQhVRfSjo9BqJjLJF59dIv7QtmmV2lBnj9LTJzfN1e40UwN7X/TUSF3tfo0oozdeTyxWfh87e+nXFI6ayZ5+OCqcka8Y4KpwyLrxmc+Yt0MUvTy689Er8fuZ6xSPWvrprOgqcmi75uZPqLtXDpib8q0eIHlbXsrV1H66uZes4bHg5iOaidw2e/EKb3oUhLajz8NP3x95m1HlYQ6POwxoadR7W0KjzsIZGnYc1NOo8rKFR52EJXVHnYQ2NOg9raNR5WEOjzsMaGnUe1tCo87CGRp2HNTTqPKyhUedhDY06D0vodkD0FpaImEOzE/Uejux0ew+f809D2ps31Hu4S2jUe7gLBeDTUePE6O12yOprEzpku19sk0sjnq/y9j5fRDAvDafT1yYXazitvjbFGk6rr02xhrMXLuh4Ppx7x1SiydeGsyG0NJz9NdD74Ryv4ZD9cE5epKAO50L5kP3Hwepr460+BuoNrqEzRG9hqDe4ZifqDa6hUW9wDY16g2to1BtcQ6Pe4Boa9QaX0BP1BtfQqDe4hka9wTU06g2uoVFvcA2NeoNraNQbXEOj3uAaGvUG19CoN7iEPmlz5D4ET9Ob2xXHSkR3ISZlT9ocubdvr4rVqJa/SzajWn4NDToSa+7opIFVF7p+zIX6TPX9Qc5CfaYi2EK6BOFHr+OKmo3eFF3COlDNRhdOPNeBaja6sMJfBzvZl3zOajaK4uuGrJZ83ZFoQPI1O9mXfD2R1ZKvWY2G4uvETvIVXzs6m5Ish6TMm75+eZdsoQXttAPYNWf2oYXszD6AddIsSRue4fcHffpN7lvw9Jt4auBFGi4oC5SVD9JwQUMncmlCF9pvrIy6mvasyIdWRl1Ne9HglVz3oDml+bei90P4duTu3y/+FLyfIYO0eH0+jHt3THKHRC/KILJTwW03lVUO/9JQybvODVDHumRlJpcjSN4s5Qq9blEOkVZhK82koNtrLGL3jumvsfTern6c259OaOU1VK7oYKoO5+J9WJ8/YuugyqqDlRlT02ssxbczpubX2EDsHVIQWpkxtV4hCRaHs5ErHjTHdP9yXOmzW01lafGXOo5ypowLn4iK6oQDmKOOmc0asJb8iwClAZNvf/qqC6s4VK34N99JywRHL7O8b+PTG6C0zrHPQ3r71middI4VF4+GZuZ01YPmFGNdWsMvy35mL4JuQkuLZWhlSl2W1T0RtGZ1Jjfg9UM56li9kBvwVHhFVaAiHPWR6tuODqtf0WFYtXdc8Yik1E+uzs4pApcs3sRYtHegTsNNaIyzBuo03IXuNcu9CeorveAh7Q30Ljb5IbvXpvAu0bvY5HoCb1FuR6nuu4Ep1pT39UCKNel9Pdh6dB+FY12R5NZeTFY3m3TB3pmuqCQT7c2okkyEF1RJJsIruelMhTdy05kK7+T6Z+lN7WhmlvemNjQzp+ufNasXQUtWr4Nk15tQdb1WQmih6noZ/WxKS57VBaElq+VbvNvj97AL88PoZlNauIvZxqKjmmnDQxvVhm15aHSSoaEXkREp6HQcziXezWQb0diHyTbCsS+TXUhpsciupLZYZDdSXCyyO6kuFtmDlBeL7Enqi0X2IgXGGjsdpMJYZCdSYiyyM6kxFtmFFBmL7EqqjEV2I2XGIruTOmORPUihsciepNJYZC9SaqyxMyoIFtkJsvc0VBIc0uSMTQoXkmlPdg8WT1vHJrUzuntGk4//8sn6Patz4WCbe1neHXWQpEo4WqjRsDhLF2RvaQW1GtYsLajXsMhGzYZFNuo2LLJRu2GRjfoNi2zUcFhko47DIhu1HBbZqOewxq6o6bDIRl2HRTZqOyyyUd9hkY0aD4ts1HlYZKPWwyLbqTZ0x9IpN3TH0rlD2BxLS3JjjqXTn8bdczoNatw9p3NPlLvnbPKB4srRujcgG1Hp7madRjWnHafQXPOOPRBb6Md6x55E5iTavRBbspsJb9pQ9i5QedOUvVd3DjWKaXdBbM3uKkuGTjr0JlVH39EbkfXI9I52+WO/f7JVN8Qfkyt7nj+j7p+B7naLvDIOru1RLR6mEiBl3/OuFCedPT+03MhwKzsW+B1uKeMBntGuyMuoz0AXTYWzdHDti2zxvOIZI8pWsdumIj/Mg2tqVD/MREQ1Mj0TVY1MlzU7cwK6Iy0Pv9P7NZfT5WaF64v9mgtKdjS7kWZHtHsitYf0LjdUO2d2UdZcjmznlIGT7F7JL15tWRlJS7YTrp73kePodnoy2RVpPjR2Q5oPjd2R5kNjD6T50NgTaT409kKaD4WdHP3OaCY7Ic2Hxs5I86GxC9J8aOyKNB8auyHNh8buSPOhsQfSfGjsiTQfGnshzYfEdvQ7yxxLR7+zzLF09DvLHEunO85hjqVzAdXhjiWqxBLZHbL3tEE6zIuWouIrkb0ge0tzNDrJnGeORieZ88xR7CRznuWCStE0NmrcIbJRjziR3UmTdpE9SP8IkT1JlweRvVDdmMQuqFGcyE6kd4TINuKymGNZUMc4kV0he09rpPG7aGlH+USNPSB7T5tIr6ZZupBeTWI7ep5qzjNHz1PNmeHoeZo5Mxw9TzPH0tHzNHcsG9KraeyO9GoaeyC9msaeSK+msRfSq0lsR89j5suSo+cx82XJ0fOY+bLk6HncfJnTSMfNlzmKHjdf5ih63HyZo+hx82WOosfNl50UPXKPqKenBntyR42tNKudW6fcTJxz7VScLSt7dkG6L6Hv9X2DXcTW7G5IhyQ0Kbu/bwGxhX579/dPkM5FLf9emykTaZxUOuq92sp+ze2qeb7SOIkWu2qerzROWVIMpcEqsiKvlCs0TqrFpm4ngZno6nbOlzrIv6NfoXFSfwfq1hqO7hUNWu/bpAXUK3qyqr521TwZvF8m6s4a+XpmfgXfF4v31HKF5k31Q71C8xbOknmNkk61nCnpohG8RkkX++Ea7ZzqB6akC/ywrlHSiRYvpqRT6UxJp9ILaVAl05mSLikr5MWUdEVZIVsNd1pk936FvPTbA85vkfR7aW2/pq8bq1PyN+u5k4R5kmHPHY3Neu5obNZzR2Oznjsam/Xc0dis547GZj13NDbruaOxWc8djc167khs2HNHY7OeOxqb9dzR2KznjsZmPXc0Nuu5o7FZzx2NzXruaGzWc0djs547Ehv23NHYCbL3tIz0V5qlBWWPNHaF7D2tIf2VZmlH+qvI0gFpiqUTqbk09kJqLontqHSSOc8clU5Ol0bP0eVkc545upxszgxHl5MvvnMcXU4255l1uZU7z1iHco09kdJMYy+kNAtGz9HlFHOeObqcYs4MR5dTzJlRC2TvaRXp1jRL0W2qIrtD9p42kG5Ns3Qi3ZrGXki3JrEd7U01Z4ajvWnmzHC0N80cS0d708yxdLQ3zR3LhnRrGrsj3ZrGHki3prEn0q1p7IV0axLbUd+4eUZHfePmGR31jZtndNQ3bp7RUd+4eUbnFis3z+h00nHzjH0g3ZrGnr5u7empRUBe8h0px0unLVtFUnaus4pzgWXPTrLa6aTuqVM6mctDvmJuFkAvJIdU9x1xs6u5OSuR6pI0Gnk0ku8JLe5ciSRbjDI1ocWTa45kixfJTkQWP1XVaHqaL7bueYkrgVQPzEwyE6EH5LP7sz7nBQ9UsvMOrZN7xp3VMi9Yh/QxoXVDtm5J1qH+4qF18lerZ//tvOTIGeDL4tw49bh+r0NiZ6ITENmF6AREdiU6AZHdiE5AZHeiExDZg+gERPYkOgGRvYhOQGIXRwczk8lORCcgsjPRCYjsQnQCIrsSnYDIVm/YKOvhfpDahZ1BOVCHjLrvNViOgVa+EW2iVWlEYyvGgGaoWc6rr4iG6utDGjo9CGkFrUYimtzxu+VoJvc9GdXtavGXUN2uyEZ1uyIb1e2KbFS3q7EzqtsV2ahuV2Sjul2Rjep2RTaq2xXZqG5XZKO6XZGN6nZFNqrbFdmL6Oeq0qW0FHW3V9apV26tkt68FKQWq/tddCmoHjCkFbQWiWgVrUUiGtKohLSO1iIRDd28FtJYZiSiyZmROl6azftYqej8uyoV3aWqHX3r/S7wN/Kx94KjNTlFXQloSEcZ0iqKuoiGup2FtI6iLqINFHURbaKoi2ioii6inXQhF+buvYcf5q4QcY19P1JgJ/t+RDT2/Yho7PsR0dj3I6Kx70dEY9+PiMa+HxEN9WEo+zx9cXQZj/MtpKFOmiENaYFDWiHzLaShk6aQ1sh8C2lIZRjSBppvQSamo46zIW2h+RbQHC3Eab5FNNTPIKRlNN8iGlLjhrSK5ltEa6SiqQSr7YEyzSFNPnM9KzjuT4eFs/UyWGxEtsr7jLN2Q7V1HijyAlv1m3zOqg3ZVvYdiWyVNQtnfYVsK6ojCW1t6K0R0ZB+IaShHq4hDenVQ9pC76Bg77FQrWNIS+gtEdEyiuOIVlCkRTQWCxGNxUJEY7EQ0VgsRDQWCxGNxcJ+91IPFgsRjcVCRGOxENFYLEQ0FgsRjcVCRGOxENFYLEQ0FgsRDcVC3u+sapJVbMdpJZE1pWZNKC8V2oryUiEN5aVCGspLhTSUlwppKC8V0lBeKqShvFRI0881ypPZvOU5p/H14jhYPSEef+sIaOj0IqSh04uQhk4vQho6vQhp6PQipKHTi5CGTi9CGjq9iGiFxUJEY7EQxGlhsRDRWCxENBYLEY3FQkRjsRDRWCxENBYLEY3FQkCrLBYiGouFEtBYLEQ0FgsRjcVCRGOxENFYLEQ0FgsRjcVCRGOxENAai4WIxmIh2Cs1FgsRrZDMe07aXqmhXlmhrY1k3mVbUbes0NZBMu+yrRO9JSJbF8m8q7Z2pK2PbO1IWx/SkLY+pCFtfUir6B0U0dDpXwp2fR2d/oU0VGcS0lCdSUhDdSYRbaBYCGkoFkIaioWQhmIhpKFYCGksFoJdHzsJD2ksFiIai4WIxmIhoE0WCxGNxUJEY7EQ0VgsRDQWCxGNxUKw65udZN5T1VYSEymmQluRKiSkIcVURFuyqjY/KMJTFu4YqEvWmucekfejs5CSKvQAUlKFNKSkCmkNRWBE6ygCg73mYjES0ViMRDQWI3taO1A30JCW0HyLaBnNt4hWyAlQiu7qaQf7gkTWsS9ICmhsNRXR2GoqorHVVERDvXEjmlPBfpq/ES2h+RvRMppvEa2Q+XasgFbJfAtpqFdYSEMZqZA2SB/0YwgVbM058T6xl1BH2pzK9Lwi9nY11Jyz8BN7CPVLLaMdSTR6Ge1IQhrakYQ09D0JaU2uhnzoKXFUYYXaTqfkl8jdJCP9+v3dqxIdrcKOEfhXvgk61cgL+xlfkHY9srMg7brq09Pp+gUvlPMs27NQt70vlu55qAYq9KMcT/WIxnv/9ixInxjaifruveBFuXNsrebvXigeAzsri5qIpkfN+U30rIpi/8urfONkXi/R96sI6y6Dy56oaHZGNDmK0mMUHcqbqHZyqnl/07hER71gj2CvV+WYKj3yQjCz0G4osrMdpMPoEe6YWS36odz62dB5/rGW8kU2TvfPftBuFG3sdF/0CtlJqV5h+6pgP9qQKiakEVXMs9+9f786Fe6nN6LSk7w5p/wPOwrR7o6yEaLd8hetHi9FyH6mOYqAIxzNfYQ4+oATW9q7dnIrnWp3R2zN7mHvbY7Vle9on2A3cucR7Svdl70beWb33tvjAHuTX+3e88g9Wc9Gbx/nlgIh/BLu49yqzF+m3RWxNbvZd3BIc6MjtvTmQ3cQqHZPxNbsJuvQZ+z9PJkHYg9lnsyE1g2a3RmxNbsL+hpIu1VHKXFiK70Tm6ObSM20uyO2ZvcAtz0+YwfzZCK2tNdw9BWleXY7fQRK8+xeCb2rijJPUI+BYyVlnpz0F5dWUvOBvO9J2FaV107jtAYp2i50yZmZfLZU8YGcmcnzJbsD+kBfgyTN6InYRfL3Qm8nZdffHU3HI3squ/5+kMzocX/3l+CV7ig+Ht99U9n/dl3/ccq6biwP/FLRWztJXmn+W2T2f+xZ3Y/z2SUPDHCL9zFbYOcE90DHtIVs2+dFu94ZIT9mO46ZpV1sT3KE5faEvudl5Mm73/4f37x59/n2b3d/+P37n29/+vjuw+e7P3r/9vvb93f/7g8ff/z06eaP393867/8892//uX246dfO3DPe41zHnW1Otr9y/Ddhz/f3uN3wN99/+OP//2c+vbj2/fvb9/ffPfzX/5y9zO+efP2zme/3P7nb6jjhef94/8DQYWssA==
Last edited by Avona on Fri Dec 31, 2021 1:12 am, edited 1 time in total.
Starfish
Starfish v1.2
Edits were made so that set 3 now alternates properly. Signals were reduced for ups concerns.
Score 94
RHD
S1: 104
S2: 91
S3: 87
LHD
S1: 103
S2: 92
S3: 89
6 car trains, 150x150, 2 lane, 6 tile spacing
Edits were made so that set 3 now alternates properly. Signals were reduced for ups concerns.
Score 94
RHD
S1: 104
S2: 91
S3: 87
LHD
S1: 103
S2: 92
S3: 89
6 car trains, 150x150, 2 lane, 6 tile spacing
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
Last edited by Avona on Sun Jan 16, 2022 7:10 am, edited 5 times in total.
Hurricane Intersection
After more adjustments, I present Hurricane 1.1.
6 car trains, 150x150, 2 lane, 6 tile spacing
Score 108
RHD
S1: 107, 107, 108
S2: 106, 106, 106
S3: 111, 111, 111
LHD
S1: 109
S2: 105
S3: 110
6 car trains, 150x150, 2 lane, 6 tile spacing
Score 108
RHD
S1: 107, 107, 108
S2: 106, 106, 106
S3: 111, 111, 111
LHD
S1: 109
S2: 105
S3: 110
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
Last edited by Avona on Thu Dec 30, 2021 6:56 pm, edited 1 time in total.
Chubby Bunny
I found that during set 2, only one set of lanes would be utilized, reducing overall throughput. There isn't enough space to modify track lengths so I put a circuit network connection on the signals that only allows trains from a direction to go if they have the same or more buffered trains than the compared lane. I'd rather not use circuits but, after hours of testing today, it seems that these circumstances might actually happen in an operating factory, so I went with the circuit conditions.
I've included the circuited versions and uncircuited versions now.
Chubby Bunny Circuited
Score 77
RHD
S1: 81
S2: 72
LHD
S1: 80
S2: 73
Uncircuited
Score 57
RHD
S1: 79
S2: 34
LHD
S1: 80
S2: 34
6 car trains, 150x100, 2 lane, 6 tile spacing
I've included the circuited versions and uncircuited versions now.
Chubby Bunny Circuited
Score 77
RHD
S1: 81
S2: 72
LHD
S1: 80
S2: 73
Uncircuited
Score 57
RHD
S1: 79
S2: 34
LHD
S1: 80
S2: 34
6 car trains, 150x100, 2 lane, 6 tile spacing
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
Echo 1.1
Echo is another intersection based on the cross parallel buffer which is a bit squashed but retains its mirror symmetry.
Edit: I modified Echo so that set 3 now synchronizes. The stat line is now significantly better than the cross parallel buffer.
I've also just added the Echo 1.1 3 Way! It converts to the echo easily! (I was unable to synchronize the 3 Way LHD. I will keep trying.)
Echo 1.1 4 Way 150x150
RHD
Score 89
S1: 101
S2: 80
S3: 86
LHD
Score 90
S1: 102
S2: 83
S3: 85
Echo 1.1 3 Way 150x112
RHD
Score 62
S1: 78
S2: 46
LHD
Score 56
S1: 78
S2: 34
6 car trains, 2 lane, 6 tile spacing
Edit: I modified Echo so that set 3 now synchronizes. The stat line is now significantly better than the cross parallel buffer.
I've also just added the Echo 1.1 3 Way! It converts to the echo easily! (I was unable to synchronize the 3 Way LHD. I will keep trying.)
Echo 1.1 4 Way 150x150
RHD
Score 89
S1: 101
S2: 80
S3: 86
LHD
Score 90
S1: 102
S2: 83
S3: 85
Echo 1.1 3 Way 150x112
RHD
Score 62
S1: 78
S2: 46
LHD
Score 56
S1: 78
S2: 34
6 car trains, 2 lane, 6 tile spacing
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
Last edited by Avona on Fri Jan 07, 2022 10:48 pm, edited 5 times in total.
Baby Starfish
This is based on the starfish but not parallel buffered. I was going for minimum width while keeping buffers.
Baby Starfish 1.1 (Now with less signals!)
RHD
Score 59
S1: 76
S2: 51
S3: 50
LHD
Score 59
S1: 75
S2: 51
S3: 50
6 car trains, 90x90, 2 lane, 6 tile spacing
Baby Starfish 1.1 (Now with less signals!)
RHD
Score 59
S1: 76
S2: 51
S3: 50
LHD
Score 59
S1: 75
S2: 51
S3: 50
6 car trains, 90x90, 2 lane, 6 tile spacing
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
Last edited by Avona on Tue Jan 18, 2022 1:28 am, edited 1 time in total.
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