Talk:Stack inserter: Difference between revisions
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ml9P9m3owSol6yYNR8GBCQ7GQSA2Hj/bgbLbKpNsqE7xVJjQSC5kTdGgcdFkCneTKLIEOjtHU/EfjmCs6zBUcc3CEVtmUlmvnFqljPwLOfsDJlWjYFJdr7BYZJfYjjUtbdxbobIfoPHcX7WRyHK7/AU7dKu1n1e3RkyIZsqWfTHhkwJZB3RY8N1ui0U2Mk0msDNgyqdt2Z2bLgGbmYp5MTGbAlvq22rnZEr3/xykG1bsRWybNmHo3S1uiZ0+yJIPh5hJMnatuMSoLZODwNjmSkjizS+ZfSpasVEqWwFIy/QRes6Cml4SQUANvZIHjFBbQSKDxEmgKCpo4qaJVeBc1iZQmELQKhJoEMZb1pS4yLkXDnZdWqhuqaK8TM5bVnMctZ9/dq7bVCdVHd6nSAmjhp5Ja6aGVBkySDa1/FgBhi0x37i/bUcep0qxPh07VcJlu3G9wO9K2lqGy1y7zenmz2I56vxOv0QftJ5Etn132k+6LKrUcVDSQZcY1plb3Ey3lk9HCypxpTUcIe4WWdISWp8fbLdDuvDPiYLWKavzw0+wahLZW4iejfXTF0hKgCPbeTFnTKoBCyzMXHY8vz9w5HL58ZEufl42puzGJdw60D7skttS5uY3JG20fdkHvHMSIJbvwjUNWF/hGb1C+kZioZE2r4NDyjQXlGwtd7pgXcHQuV0YCB8p+Vbq8MbcHDi37VdArbbVspio3Uwtcdd2aFe/WhHMm1bGZq9xYLXAV6HkvjK3qLNBtjUBrLomRcC/EckPY0nVr4iPh8AQAMRLuhStvDltBwpagMiCNhHPo2EtXI8t1N+e0KDlNaI6oUoMmPJqqJjZv1NCGqOvJrHhPJpzBqJnNATTkJp3yVMWVp2A2uhY2J9DcFigxOk5yn6Q8BU8Rq5WlsRvClq73suK9lyih6o1hae3GsNVDah9jK466r7NAF1sJdZplWfBmsNXLXY85B+cyUD7WG8ey4s1hS+IyXBHcJ3EZ6IReb2gZ7NoOtrwOWziXgdK53tCy2LU1bIlcRhDcJ3EZ1aBOi5NpBtT+B6TJGukHHpAn6y4feECZrOV64AHT9SH3P+DNeF/+AWNOnmq+70tHlrXv0ZLlTxnwe2jJevpsyp4s/2bCLyqcYc28OsEryI56G+gWmx7bzrnHpmcbHrJJpHtsOjbpXT+pxURm937Btsx0zwRmy0L3L2DrV7VYyex8hVIZztD16PPYC3q/lKWr4KEXxDm1AsvsXhA0tHOermrGbBnosmZs/ahWeJmZr3o4sCFfJbqGG7Nlpou4sfU1ykZmnr5CL2GO6HO2FrelZzZ2xYXG06Vh1i2Fk8evjZe4vAD2AnlP14JZ11zlZFA2Az299RC8PV3dtcCjx+wSHYdOBvSeLudqEB7a0YAeVa/1nu4RX+DRY3ahYctHh8KDbhJvER5WCw80Kvd0jdUCjx6zSwU+0aPwoIuqWoRH0MIDrRHwdJnUAo+u2aXpcD5GEB6BrotqER5JCw80zR/oSqcFHj3wkELziIbmgS5tahEe2tA8oKE5MSZvicwHrS5F5hGNzImxeM0G5kkbmAc0MGfm3L1crcKCjo7ZpcA8WRQdiS3d+3i/nB8eTgsPNDAPtHTzB7hhLpWuQdX95APc/YTT74HWcj4nXM5S6hokdiQJpa5BaH/qJLeGvVbppElD6Ko6dFUcXeglgZg995pEaQ1d0vA5n8ab4r00fM6jw+d8tDS335zXrOQ1obUmWslraNtadHSmrJ09MTrVnhgdvieiN8Po6ZRNQ37S9UBFj/sJzR3EQKdwmtsFJW4nG8F/QdoF0SrUSOu7toSuqENXxNGFph4iLfjaHrokbihL/ksCutCRpT7SArEtoUvHakSc1YAzF5FWjG0PXRKrkQVWI0qsBjrE1sfK5psaApeO1Ig4qQFnPpJh80+tYStJnEYWOI0kcRroUGPPDDV+uRemZsCVdKouyeLgQqNjYtLxa/oqtYYuqd6kWMF/TkIXyj29mX18qvSETf1PCPq2+zyvjq+AxrApTqazMWRNosl8ZtZEh2L6NJ2oyJA1i74NfG7WRCOLVCdTUBmw5pshpnDP9Nysid5Ksp1MLmbImk7f1Tw3a6KnUPaTaeMMWTPo+47nZk30FMoTnEKjh1BWHELzPIMSegblPK2oUnkXUaVcphBVKoSoEjEu8rVaqi7FhMevpTQvMli0mJCYF/l6+a6tFRMGqy0mRCW6PTMw8hUf5efS4UooWcpMuXx9NwsgW1H4vvxlS+puSUHaktDOysL35Te4JWk7KwtKgpfIS7dB8Eu8dBu0fqarpRZ4d1+bIsEb7QxlZl2mZuGt7QyFxdVL5dX+EPhVwwvvQetbushugXfntZGG4QWLdrYSAwhfOb4G4a3tbK0oi1tP0GoscxXzrCcIREJ7SuRFE6H1Ey+aCK2f6dLIZU/sYk288qD9zMwALtfqnui0Dc0VvfLUE3Q2AfgFc4LOJrQ+L+axwLvznkkzc4IDOdTAzylqEd5KDjUY8MoTDHHlqQr0EZePolg+sqWhC7a770ySsO1RbCe2FLRBaActtCMKbf3FdqHyBq0u3WtdRMGhv9c2y+S5pAVHRsFR2cJnZxd0dCgZKbXuQCYsWMMWOn+8X84Pj6KFB5haD5aeTvABbphJX0BvvchwXXnnx0f6AjLsJ3pawTnhco6+gJ46lKM9ylfBf1JfADqmPFi6iKIldHkdunCtAzSbHyxdVNEeuqRKliD5T9I6KAH1Gj0boSV0RR26cK0DNJkeLD0roT10SdRMiIL/JK0DdFR5sPRohZbQlXXowrUO0Fx2sPSohfbQJXE7oQj+k7QO0NHCwdKTGVpCV9WhCxc7QLOiwdGTGppDl5O4oTjej91ZoIsu9OxydC64IXQ5HavhYFYDT0o6OjfcHrokViMGwX8CqxHQiazBsXMhWgKXjtRwHgcXmhZ07JyI9rAlcRoxC+4LErYS6rRI5nJbwpaO0nARxxZ8LUxkbrc9bEmMRjKC+5KELfhWmOlUsG8HXDpGw2UcXGiuyxU6NexbQ5fIaEjoEhiNTsZ/2Gt1Mg0s53uf4M1kulBDT7CTaSUNPcFNph809AQ/mabO0BPCZDozQ0+YTHtl6AHp9AeM+3laxRMX30PxJPgpFE+ePptS8SS8mUyL6tm5MCv1m54ygYGdMRhavqLHtnOWr+g5ToZsYmn5io5Netd3aoW/2b1faB48eFqLALNloLUIsPWjWj9wdr5C4/uQ6MZyzJaZbizH1i9qdcLZ+QreoyrdJQzZMhq6YRdb36q1D+fmK4dGH9HRzcnzOGN7v5SnO6KxF0Qv5zi7FwS9hMVIt7ditkx0eyu2ftaqRc7OVeh95s30DmWrImbJyrYqQssnhX7vPC8zDr3MJOISr7jLJGJPV1xlkqdbH9LSGXT80iQph1bQptIU6FaH1FxnUNF2lSa0Jj5FundhgUfX7FIarKBtpSnRvQoNwkPbV5rQ6opECygu8Ogxu5THKmhfaaIFFFuEh7avNKEFEqnS3QMLPDpmz1JpbQHFtkI2dLdAe/CoRgsPtMQhW7r8f4FHFx5SbWx1KDwcXe7fIDysEh4ZrQvPnq7fX+DRNbsUmlc0NM+BrtdvEB7a0DyjoXlm1dAWdPRYXYrMKxqZZ1YNrUVwaAPzjAbmmVVDW8DRY3UpLq9oXJ5ZNbQWwaENyzMalhODxpaofMjq4pyxikblxJyxVoPyaLRBOayxVegZ6a4s6OigQwjKo0EVpAs9E/3j/XJ+eGgVpAsalBc+X16aaZ8qur7fgvf9wonbwufPS2PtU9JYvmiEpvoiNf4mtOip8On2htCl6/wteOcvnPctfPq9OXQlCV1J8J/U+pvQSjV+3GFL6NK1/ha89RdOG/PjD9tDV5HQJYiZFan1N6GNEoVP9jeELp2YWak4utAAt/LJ/9bQVQVuJ1qhsb4KYmadmo5hr1k6J92c16zkNQF1XdXNT+OlBsNec3SFRzt7YnWqPbFHXfPTqaUGlS81aMhPOlaj4qwGnPOufOlBc7ugxGpYgdWoEquRUVaj0pUKDYFLR2pUnNSAc+aVrlxoDlsSp2EFTqNKnEZGOY1KFzo0hC0dpVFxSgNOuVe68KE5bEmMhhUYjSoxGhllNCpdJ9EQtnSERsUJDTRjHw1dN9EYtnqqJo6w5cb5jM4CHWyhQ7GiocssvGkFXL3FEWPewcXZ0Xx/NHTZxQf4aWbokmpdnBf8J4mzF4d6zU8mw+lN/xOCWrrP23kpXKAjxqKJk0mODlkzqYXqZmfNhFozTyavOmTNopaSm501C2rNOpmU7IA1rVGLvc3NmhW9lVg7mWzukDWdWo5tdtZE7w7WTyYRPGRNvXbZ7KyJnkJ2MjnkIWMmrbjY7GyJnkE2T6X8PGTLotX/mp0t0RPITnACjR5ATnEAzfL86QmbB2zp7KSC4d69h2B4dG4CwfCnz6YUDI/O0yLaPc+bs4h2RAdxRRdoEe2OTXrXj7SwNLZ+ooWlsfUzLbaMrV9osWVsfV6AGFrf8wLE2PqWFuXF1ne0Pi62vqc1Y7H1A60Zi60fWSFVbPnECqliy2dWXRRbvrDqotjyBHYV0GVmSgwh95dPF+vt6vtuqa83j6v7zfp2/9u/724MTz+QSnbWheRM/fHj/wENpX26 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Latest revision as of 13:06, 5 March 2018
I have done some testing in creative mode, and believe things have changed, from what is written on this version, at least for 0.16, this what lead to my edit of this page.
Here is the blueprint I tested throughput with
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