Inline balancers widths 3 to 16 and more

Circuit-free solutions of basic factory-design to achieve optimal item-throughput.
Involving: Belts (balancers, crossings), Inserters, Chests, Furnaces, Assembling Devices ...
Optimized production chains. Compact design.
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Circuit-free solutions of basic factory-design to achieve optimal item-throughput
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RocketScientist
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Inline balancers widths 3 to 16 and more

Post by RocketScientist »

We all know balancers, but most designs are wider than the belts they balance, which makes them a bit tricky to fit into a factory. To solve this I made a set of inline balancers, only as wide as the number of belts they balance. I thought I might as well drop these here considering the time that went into making them.

These designs are for red belts, the versions for blue belts can be found in the following post.

All these balancers are perfectly input and output balanced, as tested using the command line belt balancer analyser found here: viewtopic.php?f=69&t=34182

Although I spent way too much time reducing the size as much as possible, it might still be possible to shorten some of them.
widths 3 to 8
widths 9 to 12
widths 13 to 16
I also made a few wider balancers, but these skip some widths.
widths 20, 24, 32
width 48
Due to the 60k character limit of forum posts, here is the blueprint book with all balancers except the 48:

Code: Select all

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
Last edited by RocketScientist on Sun Dec 24, 2017 10:52 pm, edited 2 times in total.

RocketScientist
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Re: Inline balancers widths 3 to 16 and more

Post by RocketScientist »

And here is the 48-lane balancer:

Code: Select all

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

RocketScientist
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Burner Inserter
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Re: Inline balancers widths 3 to 16 and more

Post by RocketScientist »

These are the balancers for the blue belts, currently only for widths 3 to 16. I might make the larger ones as well, maybe later.

With blue belts the balancers remain mostly the same. Here and there some belts can be removed because of the longer underground sections. The 6, 9, 13 and 14 can actually be shortened by one belt. Exception is the three-lane balancer, which is more difficult since there was already a blue belt in the red belt balancer. As a result it has become noticeably longer.
widths 3 to 8
widths 9 to 12
widths 13 to 16
And the blueprint book:

Code: Select all

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pGm4tUvYzCjWTO8+xK2rFhTNjP8J6YJHQlV1UxSrKpjjy4aIaJXpz3F34emFrB3a+QnS+e5Xea+Nuv0LjKa1G6ncKr2nCh6oVcAgfT/VGt7BSO6mWcvwZaXjDOq658R3vUce6e989SsZMgmH8wOxxcX3NLCDWSCoVNb7jfeWXtYzD0dl5ybVUruc7gffOBgNNYnslAd/pHnNS1uqoqEsZF8HR6ptZa+mmchaP7iPH7z44fLM5KbR2PKc9rjp2OKmtVNYGhy82Zx2A94uzDjhQcHlFdRk8ddqatBhoQtyqSz1VQ3oFHe3pLeastfziUnxdVCE5e104sT3pAFo1M2vfQWpb61BUSDMja/CN3xgUFfDt5KyFfPM3aSHf/E0CJn7z5SX77JAJ5nTSnzh7PXt8eo84i0ctS2YPTLPRk/ZFem84i+fBGXbyrJjnPmsb3sBdovv6Jbqv/FnQff7/Qvft/E336qXL1Tb0b7EupAsk1P5HIhsD/6Ix8C/ZAv+e25c04t8GAkfKWlZj5GEzRjL2E46dlrd1B6Q47Re8LWnRB1uupOeaV7UHEin1nJD9MsZgWjlMLb8pvtpiOn0zJmF2/lGORty/54Dh0dY4yls7R3lD66g4gZ/d5CQVreGAL9mVV1dM5YQ8Z4QKDBvtbQfsyuvrFoyNUaJHd4Dhs7KL8ldje07hw2W/3tg9ahIvGZP4+PqlUBPLAZfvOjoRHqQdIC3gCj6swYwHy52zJgsKuaMDzuCkvUegwX3/s3RwSBMqtFJiXEAvOkvJy5QKGqRQxGBKGZw0tx1wAa9NxTDZQomeHadseWALxhmF0tOEA9S3V76sHGI4njtIq55+yy+dmylldBPVRaSh8BHMG0y2XI0hjBxkKEiJ8gkhQwKiFmeDXJ1bEB2UkoiYvXBw+dSURziAZGhPkPgPdOZ+RSCQ8/j4bqY92qANda5paeSOq4uQQ/nTKo2Lyq9shBIDYpi15DSGA6arEegwrtp3wvO9B234FP/LWp1bSIcvgZUX6049gf9qdEPIuC02wMPPzEqNeCgjbW2oh06exA0nGYoR83DMuAw2AMTVoMJa88mjF35Q2Z+/WICufIuwAF2ZbQ3jRYsRCPFhRT/t/uAIoehz+slFTVZ+IOJ1KguERQSJmhAH8wEhVAMi6jt5qbJ6S5v++Voqi3xE8dM7fvjON+laVTnCHwZ94HqsUH/IDH4oIJKTHfcw6R8JQjpcQZhHbEPlliWacQ3zEpRYD76JmgMe0a4v6YAOuxlL+EXPTSOiFc3wIcjw7BHcUL+nCcqU8PGAjSryDk8Q0oR5qGOT/YnVpda/BzhREYsoLxfanAYalyVQM1CxrgTfDUS6OxlqIdiiTonMPY9oi8mMhvicnpWGAnfBFLI2Iz7iHsp6eLhbPc6BZabKUBQDTpiM3ZgkHR1L+KrExEUwvyTZxmDLQR4IV67LM5wVCHH9DjLmuRqhD6NMcEUalchnJHbCVD6Q8SAToH0fE74mUQqhE04FKAtn4kVdKkFxdYXxazu/Vo6Ye6qVT8UvWuR8UDamjRCcEZhwKnn18aMIUpS5A1oH0NKvoOIUxUoyFam4uL0Yj9kiohQX29LxkC2mCMVJByTMqBbaSoGJylE+4+uSaMVPfFjSOpsJYnVB6+wciI2QifLmXCtr4RBFqf2B3vQo/NkSjfjTyY6ZGPShUzKmQ19PzFLwlbnWeKrjlF5ss6GWJyN6YpS7vToLeO8Ca+dvRsBinOL4e44BikkFKIrLw6TQLdN4RcUkCrSvbIhIjBscUS49UQC6XHqi0MGb419nrXeaB7T9Sf0jd5oW2xoxwvYWKqLT3yO3vRW7xhbw3SrGzRrxED99gKoKRJSvo5tEsHNGXNUi0hIZgLzY4hOl6JEjcgXyYTIizhaRqyhfwWjDphjR1IuIVWS48SKCFtXbGa1vOsaZX9ftYu6iFNzb8HKDEYMx6i2PmHkuBE82BN1kRGoMep8XS955cLzYVpk5CNq4QB8HhyttJ5xO7+zovyM+o3wg6BJQLxzAj69HrscLZFeiJ5IXHY8Dnw8oxiKr8fosMYtVQZK1q4hGkVg3aVq/Ff5OII1RH5+BSjSV4YlVLd2K3bgECgd8sTIhHgd8szKhpxAeS9RxslyVMuuAdoCmF9rbD/jKRjTHJQp+hHPUWe1GTMengMEK6rgEKEd6UTJ74MwJ78N4hcabPG81AjwPeUax2RLoY+eM+OvWJmdLjE/elsa85dL5LJKfMDETllROUF4Jw8FmLcQcy1kLD2SSGs46HVgiib/QyBZ51sP4en+Gc3M3A9i3ZCYX8OgcbFn5Odqxj3Oy5UbnbEvaz+VmMHyutmT8jK8ZJjTp3I1R7sWaXl+8MRyd22nOAkZbmnlJtvT2km0J5AAksu6/ehvR3LtLpHn9gyDNf/Ph+f3R5v4MbX6GIz/AmycjvHkyxpvHPby5UuGtos3PQOH3g8yF3d7kWTsuFJkUGWMK4DieN+aJB2PeeTQmaidj4ncm9eNmNPJkTCPPmzTy+bNeuEP8OUnkE8p30rjkG2hWqRQ2RGv0ebKGs2e+EoS7SeTX4euJQYX2CtuJC4j2E90YIe4OgOcaklzHs9swx5d0+gPmuJBeOajmVKLng3pJjeldDti22i9UK+p5smGSL5epo6JOqT8SuQ3ML3rk+he8Mac9BWtOux2HPGkccjm8F8KfUB81IHQ6gWJJjs2pskOUyio/AL/3A/C5BiO/lqjMwNr+wJDKSazqcIhOv0R3R3QiciJnXP22C9MY13dKs5gXeE4w5rjA0xwy3q93FvyiXuItuwPg+nV0fIU/QU9j+cUEEc2ZV+N4WCH/IOhucbHmpLFUiiFjwbcw7JteXqA+M+7BwsXTwTBcdZyRbsMC110McLnll1+volHCtyDsey5YoDYz6/2UjYHsBTEjxwTvE8JjFfYitaGsxfjBO9qDqjBw/VpHefDmrUjuyYYP/pnkfh092pLSE9meFxEOLi8W0ls7uCyR4h/wwW2I4CsrBcAAX31cQL3l6t0jBHjS3w0igL9werimVMcD3qLGwebXItmKBL7iHZNSyrSCa3MeYxKY6idX/2nbuq9zdmNSONsnK55IIudrnkKucuF2lPqBJZT4C4mz1EWAuBgvqQxxApNf9UA9Y7RvGgcSwnhe9jheJCfyD542lwDg3hgK77kf1ITPHQ+I7SJAXL+9j9vf7RFgXP89jQHO0+iTLqoH0HZh0LWD5AaGjOvLmSLFJthxf4QdF5P0UvSDpTKCj2zAKfgJSD1t0y8fNGJryNvAzgeNMhuKMfz9YKHUBnjjeWrtBzr/ASkP7uOB5kxFlMvEfRFTLlAUdEb5ES0+JiM6fxCx5Xt0fuH1H8jLGMyc8+qp2fckHNWMKW8uOc7Wv4VK7lazAmhXgoyAT9EGll9ELrlsFIDY5AiNX4yw5BPfDStIed6DlMsgfCMm+VPNmgollz+VYT8H6vMBjseT3wskczPpq2gLsM/JFrCfD3h02qYnYxaCMPUyhSMHFWKu0vsFgnvHKHuBQk2BPUrLi8fXbGE7uz1CmctVy+DX4o2OAIhsnjYmV8k8SaPRx4sJF38Lb24Mf2+cuy9SzeUvZgSrUXUWfPnVD3j8A9K5ugacptDi8zSI2EHJAjW/+gGOZtZ6iHMgtOvNSisHJdI/TYlMyPYdg/KvTzFIqJPW34b5e23eFqrfELpoUvuJb3+U28uGDMQnT42LCidPXsjxoagQdHmxkdyyG93xFuUt0coJhWffnQ0sP4h49B1Y/mZKrlMAs/Qo9E5oPCI739IWkKpBvPSsj3+g8VnN115NPRA6vglqj0YA9JUJQnAHN0FADU8w6GNPBJWDLj9NlUqnkWLnhTOC8AvpzF9gbwdCGOnPZglGWPRnfwGRi87cEIIRFd2vHp7bE4hIdGRIUEREutbWpgQPNlj/YgRHX41Yzw+HVULFZ2zOIPLRVd8BoWvpMVAKTo+BTSWoc8OAgL16JtBxLE3tCtE6HED3hfCRL0F9e/NMgOpLtH7ALGin4tSpi0ComJtvBE4Pw2FQRG76jkXB5kGBUNVXXQ2UNcsvRAwH2P/rORejsQkAF9to7c3GJgDxhBqtqFpHDHY9C639QrN2GujGTgNAarM2BkjW1gWJS0klWsWIyC6wrYMKY5fd6LXGZluyfyrch8CMxL4zpRLdNM46gJZTTDogO1vzgcyrDrURlZm7gcxiV1ctGciubOqjFY19bZWQcT3hLGBFQiU79rpfto6vPkllrwveXtEKu7582IJtCpIKXRdsCqIVcH05jku2tT0o9A5+9rz0GmLWvkY/0ukS4O4vAe7tDwJwfx5+vz+4PfxO4HZvBG4vq3jxhAVoA25PS6QcL1LwxvB2bwNvXzavYXm/t8G3L1+ux4SlSTyP8aTeCN++HHw+2kLwAL79afZ2Ed8ufw2cyHBX8EiTYJWVbzmR3q7DlrokG+sHJVddS4fakvQCJ/3NbocPSo/7TVB3t+qBhL+XTiS6KzDUcazCy4i1vqxgUz5rbOPoig457TK4VfoBfOM+HlnRc0CfDbZ9+b7IDXtZ4KYiX5mGCc2YbXGv7EI9/wZgZQpif9B5jxG7AivMuditgLLJCsm+wzlMxsTaFKyIsEWjsyto8OG0A0WsXgYBg+t2t+pVkjmePPYBye96uDYjbmuyoa8H+YWhStYNgGLGa9rwLWZ82hoTvSPnyNrA11dDNvOj1tiQruB4xYqvnob4uGREW08ykDUj8dO4H8rJYiVB2A746tmYr16M+erZiK++fNxsBrRF1aBuAzpaKgcOXpPlD/iz18H7zSjCasunrd4UNFjvxtHWeCd4sPLT2DAHVfnilUSKOkTHBo2rroNur6PzpUx5c/0A8HjNFucXiMNx0fhSNhwXB2T1cTzMUk8iS13cvCvvJnOK3+WZs1Glk4Jq5lx1JXgzJb5yyno0oqwn+aV1z7MzjxpjfbFNzl+vSLQ9skTPoy04XbAw7JlnqIXo5Wb8bK+29Nl+QoeVGtyZ892jyE1nkLZkhEwP8rgbEdOV9MqjGRs9bkCOXSLm1kHFousWnBrGvNiCQp0x8g5UUn76cnsr7PmneM4Me66TFQn1PK1aGzjwT2gtVjBJ0RP/3DqNxY0VTpPexjXL3ph2LvVvwzg+M7C5//JtbWHN5RIJANsKnPsB2HMhYFyrEdY8yJTdgEXEwqAMHP5qyjb3Ktpc1BMrj45XvgmHvZMzyxh1Fx3XAEibqHhAdg37nJ2I10XFxYAoRNKq9xPvHAkLF7MtGZHzzRUMXKy25NvIWa8i4vw6WT/ux8TXPGnWJX8vbjBxgKtGPU00cT3hY59RWneRVomf9rTuL0cMwuv4la5Y2Qx3XhaAx9T5qpUJLtyZMHj3AOjiyjLu8Rz4yqLZpuVI+IxJRZ4LVY7JHHeeKe5cPRDl/RNE5nbk4uO0m+nDmIqe76Gih8XoKdSgPClt5RBII675CudayHXnpBczXp+0MVsKx+Jeb/MLXv6k6HgxrCqtXFw6xoBLoEJ5SCpQj6HIX/ARN8+DFQvBlFdZkWx5/Brrwa1okRDhGcMCzYjjfqO5fN2rYMteG/45gAOudEkcv4vmLAmCI+j4wpLw603euBmMkADIsx48mWKDW/5docoNS6G7SikX440xxa3xE1WTqOediDHGD9/xijhhNB+sgf3xHtr4g181OHJYpUgYP2EKM4T4Cx7lHQxxv3r+iqnC1x+u3u7j9o7w4uoyqXR0wOKWCW+ZqlnGldGOX3s26ekJEmjS1GQKywQU8LwHAVdXQ60jK0mRTcq4XTsAexpRwJ+kMF7lgAt3cZPH9d4Y3HmgVZkERMeu2eMmYz6lz8ZITk+KRGdPS1eeWdvoYjOL18HRww7ZvRzHwduiNkMAF26zZ422FEygBfk8ZS+AaOESiNb/BUSLNwPRnkTx0QiIllbxeGHXOF7iwLFoBESLq3gFE3SiDQ/tGUkUbYBoy97rGNcWjYBoy8HnPQa2RSMg2nKyeVyjP4mXUEmLD9Y0NC/S0M5ghr4eUGy8pq1vZHs961FYCzKmQZ9U5msPz41KZrRNbhb74AMEosnXQWqvJA4iE3+BYdOCiE07YkxCSloQKWlHfMkTKJr2ZuLOafvi+4rksVsfr8iXK29MSZtg104Anpc5WqKATcvmnlDT9s2P4tHy5vbFbgdUtTGlr/P1Y/gCiENJGHZ/MeKmRT16sKWVpniwlrptMVpKJ3DU697JHGR6HZymcCY9zyHVSk/wI9p4zvQzFOlm+jk7fOQSOocj18adk6ksbzwyAHNtuT5y6JrUmZm2thsh2FbE2FxtEaq52SJesxkkNGjcNR1wqlHW9NNi2966lBNkqAZh0zEN+9rBwhEcghCy2IJESznAvV5+JIAg1q3GIfYhmsTrnPhqg2HTSbcV8zUE0RpQu3o9eOT8t7a/h6jJCDlbbOBtSe+owkm8Nui21RJYmykSFihZVwtqc/w+BMh+t5Sun+/KsxWobUWfbfHg5K9IrFs6ANDa0No+43JtAG1Pq325hdD2EFdP32wRsa3bQHfnUCp3RnrdvFfq3hbJ2w/SCFL3nCQRpB/A5MRxf1DLvvHw6wdOK/kehtvq29NxFmH89AdJhCyxxRxdNoVP2wjiJq+iZb9E1eEUQ7Yju+Wd3ke1VuUzoFPAsXGzlnFNpSsoCZ2M4W4P0YzulpYBT6C/Vny3sAzoUSI/qTw3eTXTBiRhuvnl8yeSoJ48fub301F7fHz9H1WEm3waFlvcOPxY5LgJSfvx+wooBT6J5U3xwwS5Vpbxoi1ymHDWngIqkKpwkPG2Yq095CFxNhix1x6WrNXA1yIZuKYfxTTeUeSr08Rllcu2JvSrgEWtN5HV/LK5B6nqRyOU2rqBeEGatK8agZuDEUptPTy5i7LQ2sQlxEp0LCiewMmwj+UkHhcUq/A0NaH9KNLRxHiT5y22JGhOP/Nm9LMVmTt1zpK+Ht3ZkcL58ZNnvAg5lWrGGN1BJJppK5xToWZHEOqcbSHUBxgzRxh6dH2atJ5DroWRQKoQJ+bvDp8T9/V5HF82qdWgK5OCxC8RnCG9ii7TVhSn4suOgM0FL1DjE2mpJtDmFV+tcQsX8Rc6XRQVkjBnmEnRsUZYio4XOcWBpUbOWBbansid6HiU14yvRCXIbcWSqfEsr9WUNo2AZEFHRNdugYheFc05vL8Qf4AudoLzHAeXRQYus8VnY3iZ1HoyMctO6wvO/4k/UHn+T0owNnzkE9w2PZOGpGF8BX7lOJv6+mGILmSFsUW6kIewwTPmNDSpP7DsWIpOZcfj3A2z+tuBR3cqPRbcogkq7cHr0XdOkZ/65GuBec0haUkJ7u+jdQcX7sNrB8cFymlfOkoIa/I8Jby1pAenRTrpUYStqRxyoa0NHu2FGXoAYisqh+0E7R32JCZpReIdUdgE/VBVAWziml3NGGxhFS/zhK2inB4h2Uxh3SNOm+CIUYQx7/GaJ5Q+jPht2nJdhaZvqU6WXGrCcvMq4z4ABcpqNAdCBa0q1m2HQn05bAM3PqpS/AJXA2VmBFpoI43dRipNxjDW0E1h3IGIT1Z01+hNedmBm/qN+y9ie9tJ+w5w1tef1IjpdF2JXjjaW4heOYhciH4j6TpEfj8qIYqTA/LZ8XhOHuPEh+EIl3QSKsIz0iQcPXJN+o17MnQNEkaXqyasKIkuV8rETc0UH56sidcZn7QmAN2MryFnATn1Wsieh3xQHfoSHDb/QOXEb5nFX+Ck7EmfF2P0dsZFotpLbMao9UyPX14QSAXAI1nCvos3Rq+XwK+jvWJWHxCDxG/MCSBl8aspUWhZ6CxesYWgF1oHKk2wQmtoZk/P60K11w+EK0uOe6XFNVL31oAzwWJ3ROTjMQaNVlx3M6Gk14xsNyatw1U2s9ZVvAGZBGzIdmPyuLi+c9K6hitoZgE9sd2YMG4x93HWOKpVnsVLxHdj8rC0UmbWNrzkTOLx0k2vSKtCw6vOpMGdrpHjeJ1Ub05edscLzKRttHrzY7wL45F4aTzycdX7/915JP1OziPeyHmkLmnVO0tW+TovIaokGTuDehq7IByU6Hojy5G4iteMTQS2TBTC+l3suae5i2Ael8l6I7eRF04Gmt2I4ivgRKuRI18Bj2tsZbMRxafAiT4jRz4FHO8wideRK4ETbUWOPAM44sHQQuSlaQCxEFEXoskN+EGL2365HYFA1AXmMRR+GSz2OMdAdCNfkYcV6JJBIMJGD5A0/ApEfoCAEBKkEZcpjfs3HlgZaN2bDoB+2i/wiqX5HJ87gxwQ+rTHwUSJ8XBsHKts4yuiA6+T4/w/qW8T9jAYu1HQaqVx3+K0vdS3ydRxIHHJmfiqiil/OR3UHgGKPYFPVJliT/L6dYHxzFiJNvFn8AcOCtfeGQG3tlz3Lcvwp3H864GSuanquOuzlX1CsfEZWdKbSaJfZ03nxv0TroP3AzeFa+sHd4Btvo6Ob0uGbxHl/wOmx5fI7RZsDEdWgGyc+ZdenK3HAVYByAYj8vatgHHQTVnW1ZlaKgAJwMqWoPIr+mHBbuU3LcNytJoObBOysiFEYIrPTgfXS3E1RD1XfpMvlOchSMVn24PdPUrlS10W3UbE5WccjlscJNFRZAsKvXln2PByJpT+tmRqT4A1BpOexgbJ6Rankaj364HxwXXwAxuExCxIxMYP32L3Z74Bm8t+t7U96AeuB2n79rDjWxhhxHeefYhmZiQP5Te09R03EkUnEIysSJZWCL0b46ydOwBuXyNG3InLpEZ+cgeMF2k8jCxIFHOHSYefZB605h5kHrQfKEAMOeuOW0nVrvG0iNYV/XavCmcLmN7CSDwfJ6KdUUnaQeH7g3VQeoE+2RpE+EyUF5NXdbLSea1/DxIQBPzreQbCq0YmYkCnmpno/hZGjibPgG4jR5OHDZ59iLZ8cqZ1iZR5HLKxdUbguYW7/E6CTFUOzRRiHjp3/bDyOfHWPicrynoMxkYXvGBQ/J4jXQvnuEeaVnBWNihxFa7e6fwR2+8Jc//DeaQsTTO8sUlIMDYxiTei7FPiwHjhTeHbFCl6sfP7YNqWHWw891IJqpeKUtP4KDqnyLcS2tNnmi5XBkI+KJ4Xmx9JkaGVuYrXe4IuccHOaGWH9p2rmZNGbjejt3O/GR5OBCt1ZbbhabykeqrI+WnpegOoUsbeF0G0WhGWi2TmsxL1lhZ+DE1SR+ODnNR8epCbDONuCv6u+BynmC9UfKhLSvRg4XyxcNYgy9ykm5ONxUUQDVaQxUUQ3VV2YNzXnVxtHC6C6L2iHWakwd1hcGVsN7z6jd0UGl79yqORrcrS7aHhu8tJ+xKRXk3ahou8J207gE5rriWVVFVPGtuwb4NoeaKFG7euu1uNH/DyVZToARs0GLmZhFXPJpBrnLQsw8WvqF4l11jTSaiKT0nSROw3mh743m9kaDvHk4sSNtfhBWlMRHdYzjyuEnbRlqUNXEaWVgsOL0qTeMWW9e0qP7VVqc7cNVuzCdc5TVwwVHB3ssUxraSqHiMqkNvKZmTDqiKZujQgzxGvf/g8lShP+paKkidPzzNj2qz13ZQkHqjyWJlVGHcyMe0INr4URTQX0doqdUQyNL3AWbBJvEIkvxNeTjhIfHXJ+KShLJ1T/UPkNVbDJEfHXSVERxElTees7ETcnpuIwAl1qpOInIOTxlHMZq4TsZBs3uS5K06RaY/NlydxwHdbvwSHs2RSfyRPMoZOtQsRP8wTuBeQaqzNIhI+Q80C4kPULGAxNgJI1dgJITVb9n/qxux/gA5Zx/O2oPtMrU9n8SKFAk/iUVX8LF4+INlfgHzTNcjX/wvkm28G+T6J9IMRyLes4kWu0Q8azFeW1AcjoG9cxStc1B6MgL5+FQ8TbcbhMMzNBxHpq6q4gxHVd/l2Pea1TeJFrJYNRmDf5ewFYN/l18UXxvX2RmTf52+VE9G+wimuPodUZG6dwci9Ee73+WPoRN6vzmDROiAERgAfd0DkX1tnh/uNWx2QGbXcm+F93VZz60ENtPgTDZHNvUj7VRek4YCIjhcNa08fUZHvxDXhoMhXbC0mjE76NyH6+fjpM178xm0rvKBZ7E0yuT77Zii/0PACLhTQRGwP+iVwNmgwX53lfh2dW6BYoXyX5PaE5eCT9vGTUzPj934mtW/zcMsBtvyabVzvRK4n7qIyfpX9YE1WktasIsoP555SnJq9GYBdAUCBKz2/eB05cqK5DdB3xefPVI03edjCKeDXSNyK0ycvx/Xizbcz6PheJTAg/K5WBFAhtbI2Kf4QaH7NVw0HDHMbbu+SWs5qosyovRNiedCwvfpiW4UvfqkHXO7r5rcDSrcNuHfJPK/u4Ni/z/av/mB5lWZeDVb072CD/nV68AOa9nVwK7Z20PC/d1LMK8aTFgQIltHY18G7KYS8Ue9tpa3Nc6j3dfBgivhukV8nFGGRACzg1XLe8sEGJANOcrEloDfufDaO12z45Ise6LjFY3CvO4CUayBgNd64fQHvE5KI+lXjCVD2nsyw4cImhLB+/fjHNPLvEfEdVW65i0/FvG9QRiIZUYB1ODtBAuvj0TtvBEAPIgyYEdCDCAKmVO4goY0T3YRIT7OTNHzifX8tRS50TVfK2gEyeLXiMkjw05Yh3EYJftomSL/g3QFn/PqFem+MHffcLW3C3Y0HHHMjMPBnbrlIBtbvAwJh7XLZ2KRLeEJj0iVYOBbMYMB+1cDACaVBpQHbstmRG7bfAZIHygiY9TG+mwkKAjfz+5MA+MOF7j8m4wUjTOM9fOC4Eb1zcv119IgvaKTo+IZGih74ncqXVCGFHRvphkl6mGRLYN+qSnuuE5WBwpI01AonvEbDx2YMK4+d6CAnDN+T9IVXlqrkTenkKXA6uUD1jcas8nRQ3emk7sWuaJMGF3B/4ezQwGFnaDWgf3QqFFgGb5uBgdPGs2dSzjl+dkQBLjttPbhQ0X6AZhcmHcJLF1QasFou+yjCf2U6uBkB+Kn+liKAxZsFBd5cHCeEC9EPKhu03iFil7h4n0TsEhfjrSROIRR7IGPKucgBFgolJg9f72akA4mLXzW4Y066iP1VV3Ht8as3Q8RXXsSgjdMab+a6V5oLmHQIrciejIVyM8m97uBIy3os0PKFyaN3zoS/XmOaMcG+HQg0I7iERrbVD0PGcVCotTgNkFQEsBgvqhhgWY4R968jGSV4g7zdsMQzWZGCxy4AxQgcvAHp75hzNe6L7k2h/z2YQv+RQ/UY+69M7H5wXUJS752KOpVxCIQsfvVmK875pJsIxPqc7PR+JT2aMYfTelSu+LEeOw8YAYiL+n0iNOKs7lMImrisXiO9aIkqmFhNuKRZvmU1KjBEoihd3UxtGBCzeGETgSjFC8B64OKTooKJqa1D4LKTSbxE9xBZBRGL+6lJ32FNSVEozNXIiaGIWGLVhUIIbupJQZDEXu5mgCT2izEWuAfFLUjisOrXBPUUxYpDvJpdgfrfZjsQcZKdKfY4xJ++8F9LL71vK1OzFBiLRrJKItZ2KcosBWTiKk+rLU7xszCiqpxicbczxrHHbOvCEYutywXXgSiYdCIK0Wn0sdv6XSRcrKPw6JPnbhoinVhOV0m+DOlWkwpAW3F68Gxq15EKv6/RurqaWmAkmmprKtH4WixTrVjGSX7r2Zs6f+Rwo5NGjtj1QwiebvTVwPhjAWgVMDxlPHIzra6ZhKPJtskA64ZGHdwdegzqP4GfSKT+EgyNP7g19OTpE1fDaE+P7zImDS7ER2QSC7llzt5MM/UkKR1pXsZtq/RiYty2LYnHhZXLgZWzNP4qhexPHp2YY84ePd9rmVKLqaPJlpjjwnGktnvdUSrlbU3a2yhwa9yV3JN5wrptwdhwhUsyZgGTseFKy8aGK60YG660amyQ0owdXFq3NVzpztZwpXtbw5UebA1XejwwSBnFMzZw6TQfKxi45GsDl/AvA5dyZuCy2PHVr/OC6MhxixMA9n68toqHXCUnGFJe3+eMbFuW7PBK8tbjR23cocbZWLasTSMGGgLhbDZ+VqIfWPL7fTB2iPDENXLysMnWq8BnXFXpjs1awvpRq61tANAHrN/qzrk7rT/CuNhd9mRRLYcmLrJAnT951HhgLqC5rxwZOHDr4TGAORRbnjEgRjwtsAJcMqCCwLZB0w4n9g+a2Yoab9i/IOf/kpl8ZX4RDg0QiNkKxhIrFSDR2CIinjCxrQxZXrpA3GPI8tIJghiyIO+GxS90UzuCRG+Rx+8wHVo9XD4+Eg5czZm5LQkmLDUjk5YV1zzxu2axszFDqd5iypJXfdtouGpmwpJ2vCqcEXm6aI4rJ9YUOZiSoRFrYssHJB04SVzuvICG4GnfVYw8V57iDcWQyGblMwqb+ayoOzkBWpr7wc4rbxe0FXcAHS37P8d3rWOzjIB3YYL2lWMqpOjpwDjkOnq2cskommfLEQK7nOxNFZF4aXxrVvYL8jDiYjzMgdrByaDt6m+keB+IIeZfs4VvSDTyDSk27i0rQ4ATvxbNoUV2NbFxYMl6Tx5YlUlrNFBLLM1H8HZ1bIaBN6jj1gVTEHnjqbFhES3RSbQFqZfIJMqqfTw/Fq2sU9IqHq7EUMwsWj+4dwLOHM7KmaMYeayEezxWhEr4E3TFwz67otOyjfGw7JjrOe7qQlunjItK2yqgIzrO1ykt77aUc8SlOLEOwQDrMe7FBW7pIVqpiPEm/Zv47U4k/cuvY8YYMYSoeKjcHsKdXNhI8FV3kiz00FhF3UJMHCR4tnAMm/MHjFCtDzy/ivFmVipp00rFGCXOvFU8tnn4I1mreNVaRe8Rrc879+0w8lpZ8spPrFbI9xQ5r7iNDufGK8HKeGU55MJBYlDrgHIzOh0BM3a+1YEXqyA3mn6r8YezhaFHfzNtHhA1Pu1GJg1GEI1JrEQk27KDijGXfM9X5cKjBV/byK4qgkzaGRqqeNVQRa3heRTtUwSJtOydIpRhPopGKddaZqdapIhFSo+iIcq19NipXijqUqdNsFSBdnjS1kaKLa28UFYzNTugGp6o1OnNvleNT8SVYnw7kfHV/sSXI/GzO6F458x/T+O758L1EOIvVFuUN5ejKDDp3G91LnF3YrYZBwNDzkvg1wuiD0fkJjWibYq4FRgPRa45kV1SZFWI2KMcWU2+X0iFsuXU0k1tarDuZDw+qr/bqSXY0NKDaK2i4seNjFSi/GFFIA785UOuK/nMdUXb8AUr55Usrzq132xBg8kdQXViOUCc+xY4xVuwocEb2Kz6qsgbSmILg7N1kkdPMYWAI1OVsorX+H2Q5gKD03ATbxG8Pc1WTipLl5qOU25ZccTAENFJaw9M+oysU3bsSHaNYQq2tREsfSpGxhsZqXj5E907vpNSJvnIWeUETg4EKiujA0d3oBP/Ecp6U+DbLmEjFiOvlBXU3HErv0QcdChvdNIZja701dgcparmKEKex84YJcvQWo9BcFL0yMHhVsYpK8i7zySLZGeaolPBuXSkMtOU63TOpBs6xpebWqRMwnEStmBoQVenyixSrnNFxvYo1coeZUVCD+VGRneoGFQtBG/kqz/m44TOj84SWZ8QU9rKf8MTscAEDhS494bogyKnnbTOTGQd6aoxipzo0BpbuPeI6JSCCdvEF2Xl0BD73V4gDqyc42dHfJMdL41g6/0RgdBi8uQJZy60J8/YU0J0PbleiidPzrWI2pM3bNVxbHhSlk+eHT6ASk+OtSLNyvPkYUkI52KRWUBsYj4LiCtBZwELJnA7KxeTJ1Ghs/IxeUJ6O9XJRJUDmrmZrONR+/FZvEAR3Gb+JcsXUuit3CxepmI5p9qVHBkRlEoR4e4S6V2ukd5xFOPhu3fv/vYi0P949/3fXr//n9+/+dj4n9//t5//8t/jX968/eHN29d/+e7bH759+/2HH/nw///2w+HrH6//+hx78uuP/wflVTFD
Last edited by RocketScientist on Sun Dec 24, 2017 11:00 pm, edited 1 time in total.

RocketScientist
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Re: Inline balancers widths 3 to 16 and more

Post by RocketScientist »

[reserved post for blue belt balancers blueprint code]

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Abgematzt
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Re: Inline balancers widths 3 to 16 and more

Post by Abgematzt »

Have someone a Balancer from 14 to 7 ?

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Re: Inline balancers widths 3 to 16 and more

Post by vjbone »

Abgematzt wrote:
Mon Jul 17, 2023 2:36 pm
Have someone a Balancer from 14 to 7 ?
Don't necropost :P
Take 8x8 utu balancer, connect 1 output to input, make 14 lanes into 7 with splitters, connect to 7 inputs. Would this work for you?

Tertius
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Re: Inline balancers widths 3 to 16 and more

Post by Tertius »

As far as I see it, over the years raynquist distilled the community balancer knowledge into his blueprint book:
https://github.com/raynquist/balancer

I guess, if it's not in there, it doesn't exist.

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