Yacodo · August 20, 2024 15:06
diff --git a/T Shape cut 1 input into 4 fragments output b/T Shape cut 1 input into 4 fragments output
 T Shape Cutting platform
 12 into 48, Output oriented into NE, SE, SW, SE.

 If you want output in a certain way, you'll see it's pretty editable by yourself. To get only NE fragment, delete upper levels to keep floor level, copy the sameoutput rotation from the group near the input lines to the other ones, and you're done. Copy paste to upper level.

 (See below for 8 into 36 if the game does not accept)

 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$

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 T Shape Cutting platform
 8 into 36, Output oriented into NE, SE, SW, SE.


 SHAPEZ2-1-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$
	T Shape Cutting platform
	12 into 48, Output oriented into NE, SE, SW, SE.

	If you want output in a certain way, you'll see it's pretty editable by yourself. To get only NE fragment, delete upper levels to keep floor level, copy the sameoutput rotation from the group near the input lines to the other ones, and you're done. Copy paste to upper level.

	(See below for 8 into 36 if the game does not accept)

	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$

	----------------------------------------

	T Shape Cutting platform
	8 into 36, Output oriented into NE, SE, SW, SE.


	SHAPEZ2-1-H4sIAAHLxGYA/7Rd7W4lN3J9l4v8VANNsoofA+yPeDbBGrmbOF7DSRAYhrAjOwIUydBosjCMefdoVvej+3azL+sc2gbGNnxPFZusKhbJw+Jvu+9379xY9Gb31Te7d7/t/uHl11/udu92X398uH38sLvZff3Xp8cv/+OPty+3u3f/vbt//e933zzcvvz09Py/H3c3j58eHt7+2H38n9tf7t59++nt790Pn292//T48nx/9/EV+Nvuu1ex+9tfnz69/Pivr9jbhx/lx+9eNXw11fvVp/uHD/ePP3fV/J+v33iz+6/XP1//8aUZ7z+9vNw9//Hup9tPDy9fP77+++Ptw/e3z/e3jy+7zzcTRGkETIT/5ZeH+y+/dt89+X3tt+PN7tvdu/CG+Oru4eUg+5+fnv92+/yhAisV1P7up8tW/fn++fnp+e7D8XP8zVHvF+y3Ty+3L0/Pf7p9+Kny+W+/z7afH7vg8Pt/e7z790+3H96//49NVLGBwrRltk4IN+dePDT1z3fPP989+++e3L4JfBg5FO0otJ+i26zmDA4MWBiwMuBYAbfb/JsEb1TvYDChs/xdqVTAK598gcxQTx/AhQHP/cKMdhTat9vICfo2vsGq0WOwgMEEg2kF1uAzByzm71+M4BWs02mqZa7NGOzQViy8pFNga1WXTsZmRIxWRLZ23fEz5nPoNiTYpt0MzfAZmeHfQAlqn7d3xGiGZANiJTC3z/uFSVjK7PPquPnvExQ1nNnSDxCDqR+iy1HJ1Tz7DCn2bPsMzlPwltJFp4zHDgWUl2nSFmxDeJgPrSjUwASYd1tWYjUjCwB0vGldotWgnpkR58m3wXIdNRHPk2ekw7S13RXbUCgPzmTr87byLfPUic86LO/KDBhMwsMsNDZ+qxABX5hPFeZThVpvhFkgsH30IZ3LwGrjzZ1i61Qy96JIOFFs94HKUiBCHR2Py4gj6pun55e/3D1+uHu+RNzs3r/+5l/+8e9//eEi2l9I+Pbur3f3/1eT8Qr/w8VKjWlBIluQL/ENhpKPSzd0o++wJrZuLSq0PWJFeQgV7Kg3uwW+KEJfFCHvSIRnZWtCEYmYG1dCbrtOcHMnruRdBqWBUSrGEL/q5i3mJpC5CeRAVpRAKCV0KaRLoTFWJLhGYkYMUKSQCqqhsUIEGSa9Y7I7KrkTJtwIs8wTJuYIs9IT5ohFto9YmsCMfTnGwFzBT4bCVIJpgZiYrz7kpE7AVYu07ugcFXlQkcd2HN3sQNeqtdh2rQ7KEqYsYZtdQmzmBavKRKhM7DoiL5UbdsjN33pYIdv1HYABtFXLVr4Lyw3hdl+0HDO4LT7FFUywf9F84mrvw7wSDC0nL7m5D0dU0xGZjZvhWIAv1u8qszGzbhZW86StHYZY2yq8ojIZthgXzpaoY/5EbcGn7eTs+m6MA8/tq597fQPamb8yEhubLlIdTK24HbjknoysOZ3KIK6AOAFxajhgq+zeVlcGDSFCQU9TcDwUHA8zzs3CtDl9z2BWnUG7yaDdZNAVM2Is2DH3ER2JDe90EgFZXQStDsTFtlTrApUglBpRpylk33TsuqBKG2ALRa206TcERp7ewJoo1PvLHLSFSG0HzTvITKq2Q8OyrSDB+tTTBM2aluE6yPBLGQDxmhUhvAjlRcRNESZC9kkOTsvGRND6T/tAGyKaiNrwaJzp2qyINS9DqNu0DG+1rCWNew9vx4LgwICFAesm2ETyxkfuRPW+nFRNhG8EfKZ9w61PF2HVTgGHcCOGy1ZYXvk8IzXcnjxkImfJeM5yIovDLfZoN40gMJtx1UkDoJKzIuafbaCVw9HKgd5zppgbceOKQhvdHFulzEjnlyIw6jnckLJMXgEaOox1bUZWp6TvsUyiffW7QU/fU5zr5mXxBlWdndfXFi1G2jrdhJXlBkhht3xJncgOrxlyl+/JLQ1porbjI6P84kX5xUtYCc9Wyjs8GQnfBcJ3gXRYv4WVcIMS4sHV24kWb5nsFuR40jGj1aPqRHl4MOJ8QcaT5pdyEOo82ZrUpTV5XYqFTM9t/J4p9dbV+nSZitHrAawnsAHFTu0fo93DX4phIz0bxtpMYKLjk+rXpgAbNZ9tgKcaEPgGCDT9bISURuI+bLBCuCaGFQKrtF4l9Crh3IpnNpGe0QMRm2QTa6H+w83n01w+y+2Q5Aof5oRfVAsf64RfVwt/ECgtB4Gt1wZYEbxxusKeaIalHPA6Ab6O89t7Xs1XCyybupMLBoRSz+xGuxWiA3DlwL5Deb54gCtOzPam0Nu6AVOfaPWpz4os1xpiu6KA9MH5ogKk+3xdYY/bvP0AyYXasYLpAoNV63Ue0/XLDNiXrk22yMWGSxnG6w2mmDpyWidXHeznc9QUVLDvLStjjFyBADcf4/Y2cvN1CHgrOXUg0KQORz6pJT1tuyaBc2GudEPblYk9fv+A2AZ3scMgdNgPcdSGyPxCBdKTmUIXCi0UWs3HxhvXLbhwpFQ4UmrklBo5EO1WJg/kSgaxDsmUzWXK5jIVtTJwKhKXEz5xbYM8WkkXgtArHITdUuhoSTOXlzpgrCJYP2JlAbybXELxduqCd5PrKDje3O4wLosZm/RmEh9JvHD4MC6vATUtJXy5Bty4f5IIrBLYQGAz2lERBQoHjM0+r8bfR8s1tYXFhs0KSRvTkl+pawb4SiZ9NaE8Ma/LGNkeYGUJbjlE9YFRulJd0jDSmUIn5DJkGK3WVdHbbCUXfWXHJZtVXfRuwoY02c03jJDCMCvC09IjwbU28QIRoUw1zEpOGhqoxEXRAKZZAuIUxEUQl0BcBnGFSv/gfhmJOBPgCiBesAogHqwc4iOISyAug7iC4cLIfR9QYydIe+XfheV4WypQwWPR0ntr7LtA2n1thJ648djzPR57vsdjz/f42fM9QDIZMFdGFCZMYYYVFkhhGPGnjcJ2UdMtf9bKm3NXGhsxWLqEXSNev/95TrwODngOILgb8o3BgJV/DAGDCQZTDBYxWLqEoWPpsMTX2Qzd32w+T9liBAGrLxcExCmIA+vghWUdPHRIPTikHnMwZ2KmhVkGywRcu+mCmWwAM9mwzGStQ+pHrFKgdyDOg7gA4gTEKYiLIC6BOLDSowcLeAbQXkLVXlr80VGPuTrqNVfH1Bo/ohdVWVE/FdBPBfRTAf1UQD8V0E8F9FMB/VRAPxXQTwX0U2gpH0bKY0bKY8bOHqOgxyjoMQp6jIIeo6DHKOgxCnqMgh6joMdA76T4wtiuL51tN4K2G0HbjaDtRtB2I2i7EbTdCNpuBG0Xev7G575WNHuVve2oflwekbYBw/IJHQtwvmfdzBEA9M3q0KNnyIDebHzbOIygpjBaNc3eeWrTIQzlIsxe92pTOHtR73o52iCWcsKVBiajtgQyUEp1pLcK7lofy/YJUhMhlBAo2DfH5TlUg9JxyfRrRoG3Cc/sxMs7mBhHsYMU8EvCWKvLibEWKSmxixTpISWMNc6rkc24DW/hNMISlJYQaAmZ68bIwaUHPNrumHmFUNHO7a4zIbH7IL5aXgZjRXaIBYmrpOe1FqcBnuSlCBtbEm9AtegYwpwkZCT89kEYMcuscykttrVkVELohFjkkl25h3cnElqlM4yE8rBSe8DGurRVtA2uVqEPYGBCTVb62Y5AJZdCoZVCRwqdKHSm0KVDGkz22kjHt0BeTPbCXEz21LVmHyl0otCZQhcGHcYe3w0XFQhiLVZZ539aUpw6CxSO295j8XeFEYqMxEi8kOGZV0E88yqIZ14F8SuvgmCsUTxg4MoTozyTyguhPIzseyqhpVpeE78UaX5kwGkdTDBOrffRg7vp8jxbYOqBhcCAhQErA44MOK2DCYYqvqKx1F9ZYauSphOYUkBBKLRSaKqIUagVMSIYrYQJeMZ1q+g2jitpQFSmH6hMP1CZfqhl+gQDFs/YHJWyOSpnc1TShqKVQkcKnSg0VfTLU7XfAmVr4Yqt2Zi0eIFo1+FhTscX5J1wa9dkEAxbIg4IFQeEigNCxQGh4oBQcUCoOCBUHBAqDggVB4jtljB28MKxgxeOv4sXKuWFSnmhUl6olBcq5YVKeaFSXqiUFyrlhcSDCb7wPuDL7+IDkfKBSPlApHwgUj4QKR+IlA9Eygci5QPEuxk+/x4WuPJYuJE/jMFD7QUOK5cYqDSonO6V4s4EuxhrQ4aeuw0jpTWMmNaV52aM3GOc6hRWniYy8pD3BmJrEHsFzDonGdCcKF5YuWIfbSxlE50tESojgRUaS0aAsXaWamEy27GDy2slPLbfPPzTxeRxFHJZacAoJWOF64YI4gTEeRCHXiEZ0jVgnUg7KIENBNYR2Ih2lKBAzwHRmwtD4OAC3aEaHF00bjhzzSDnAYCyUqauhRc4BKzUxjCvSmM54x/AQjhDMl7tGaIVoCaLWXxYhgvNDWoc+IXuxApQowUtBMSpAA8OrpkLPmRKrRtX4KZ+K8aG1wSMELnr+AGFbH+x88KGw4sP2ZpTuZWw3oA7n1NZ8s8hYrCAwRwIc8tRbE8m3IoJGlOg1RZfBycGLAzYM+BZDRsPTn0gOlBoodBKoSOFThQ6U+iyjd4Kcr1KWAyyXbNpqw3zGkINeYy3AtYKShkSnysVpVpSZj8VgTqVUk6llFMp5VRKOZVSTqWUUymXeCngk46qqDS4XiWVBjX7dC1rFnCNmzh45uBlBW4fBxTutuENqStY0esEjxycN0Dnlyl4axes7Oq0zBQe3FXxK+tLA86DXb2WJ9rhwsGVg0cO3sHM8mphVes+OPjQwOAiClQUKCgwANWaTyh0DyBsruHb0JlCJ5xzPTgPPVlzDKMJnHcSlvAkLMsCnvIZEqYwwgoVUyiwwoAprBlMk7UlrF744CIKVBQoQPn/IwqNBkJFA9mMBm3oyMSSWdU281wZwRgUwRgUsRgUsRgUseVlxAJQxBbSEYs+EdsyiFjosY93Xns/AkugChi5Chi4ii38KBVAlAkgZVoO0eodinmHYt6hmHco5h2KeYdi3qFgNFTQWiJla8pMN2D3OrB/HdrBDsQxMHuQTJV3ljbjTaJSjkRZUNq0oDa0MPYXKw/UtZm+gBmagPYuoL0LaO8CBiLBJh7BJh7BJh7BJh7BJh7BJh7BJh7BJh7BApWA2dxqtQ2cHErLykwlviFSaKHQnkJz9wOG1AZvoZHCEgItwdESIteNwsF9DzhHMx9CDyFCXLcZXKead8NluUOYiEpEg7WKe0ZSKnB9bFgrRAMSVBH1CbrbMUQMpoC1bRBXsbpXg0LmskFipcQoZH0bhFa4zPCQqjKM5Fa8CW6sCgGJrkxBw6G01HpqJr12+KKCFkacEGCRq0WuOtmYyLD2K1lDZMCBATsK7GqjjlBlYRl67RsstFlYhPAiPC9ipWwNQafFZYQOMqSDDO0gI3aQkTrIyB1klBYZbfTbHvf4B2kp99RGxTVlaR6D1atTQeRccknhl4IIoi7tqNrBUbWDo2oHR9UOjqodHFV7JJoKe7vrUIBpSu/tEjMUjBkbVF9idyH1EJJ7CClVIRAFmBDiWoQ00oEJu3M9jLdvEb8JQRjtmuq+nI0sTKAdhfbUcNRzZIhEzAvRHkJiDyHdTDRvVK7FKcbI1p2LHFw5uHDwABfgnhKQiV2Z0LCf0kxGpmUkthj0hJi8x0M5imZelxoKA87cu1hDYpRHUrkyyoVUHhjl28ZmpDYz0W/kot/IRb8RCV/SIfJIh8gjDZGnmQTNRq+VUnIIIZqIfZGKfZGJfZGJfZE5+YtM4APByoCFAVNGxtlYrj97AhOribhZqLBZkLCnHUKW8iGrLKs/AuRr3OOU8ThlPE4Zj1PG45TxOKXislKGHjtYq/KTIzUEjhoDxw2Co9A8GA3XafN5szaKN2E5qYP1pQbrayZ9sxYcN1+obCaAE7m6UN4jlPcI5T1CBUBhElNhpklhpklhpklhpklhpklhpklhpklhwiQGfvtkP+KBIZ8kmBQXDHbwCDvOgThfwzV0zRGMbXy/OZH306FpIcMqiDu2Fqt8cniC1kDaPZheMSOSGaHW3gsWLvgBMtq4TIdhyhAqQiiBUMXcFccRskDUAIknCEJQiacuJNCp9VwwzroeCq0Ge89me08zHS0k4TTtv4AFtdkNRsuWdzp1J6A8nhz1DG4ewQKhMmZfwbRgyTNdFkpynoUuCzLNdAJDWIhJMYzWKx7p1K240oBeEDjgPXozIE7xVrqKko3XbeUbZnlMKLBiZke0UuhIoROFzhS6MOgwUmjMTY65eTIZiSMmyCMYtBFH2YijbMRRNuIoG3GUjTjGRg7LBLVToQ/TRmjNHC4m4kAEzyrYsAbECkKG6fIcBDsG7Bkw9c3CgNWaHwQmFISVSGBQmhmlBVMaGJMKwE2GQxqBjaqeokZb8p0YZWklRLXn72WWUVvnzjAyWn0GZ+yMRLZSm+2bNv4UbKralmFpGgPBxepoHQ1llCqoVFaUtu70RB47giZr3JM6moGA6iKmLtqsrmzsnF1XVqjI4yClwTHbYfNIa7Oc9qguhK5DUI/2iSufkOgGXqALYh8HyeO3gQq8jC8rGwjGaA/OxGV7sdAEjgyYHzi3PXBtS62AD/vRcgKwfTMyY3dEK4WOFJofPk8Nn2c854gmHvs42g/wYsURSu2sBGpnhR++8+E2x33JF3LAg+49vqUGoh2F9tto2wE4fP/rfAx+OYi2w3AEPTkSh9t/Phjfm2panY/HIVwCcWrF6cr3GY/N9+Z07nx4DmMjgRUCW8CO8gkFqhkYL4DcMTstI9nKWMSVQUIP3m2+kEEfSiv6bEfxMEE0LYeaOpaHGxIvwgF2RA9jc5uN1Y/r99C6cq4XO7rfE4fSc/3YMT45tYcRq9qYLrqeOthn6v+dj/eZ8n9xKQU/6mc+R1sa0nbsDw/M5PCflhE7yEgdZOQOMgovI4wdZDBON6EJWGPmhCyw59bEnGW5DpblOliW62BZroNluQ6W5XjLOpMLsGprZ4qBJRdaEg3IAH5FhI10AHdmWG6e4AQEVoTnRXToC+FFKJbrBD7ghGq8sVEV2AYUpgGBN8crEaaJwgA3QS8ilJXOwGa61Iq+rKw4EIID2wKfqb3UjCcPZTtzaSU+EI1XZImblnEYp0Igq2TlG6BUA6TaADtFgpQAfkEhdh4npAlCdWRUR8Ruy9Ud0yYyBR3xHNGA4PgN0LXIbydZWGYcofWeCRfYZJsv8Az5okfZwAkFgyvLWsjtlVLd5AFIGawI5UVEXkSvIXYtQ9xM2eDMZELcALfhRn6UJyQOWkbsIKPXQPsOA+15P5xQPEhjcUtBKN2DNv0Ou2L8QP9ws/vq/vH2+dfv754/3j89frGhop8///D58/8LIMAAr61NY7xOAQA=$