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Is there an easy/quick way to obtain the free modular lattice on 3 generators in SAGE (it has 28 elements)? I searched a bit but was not able to find a good way. See https://blogs.ams.org/visualinsight/2016/01/01/free-modular-lattice-on-3-generators/ for the definition/visualization.

Is there an easy/quick way to obtain the free modular lattice on 3 generators in SAGE (it has 28 elements)? I searched a bit but was not able to find a good way. See https://blogs.ams.org/visualinsight/2016/01/01/free-modular-lattice-on-3-generators/ for the definition/visualization.

Is there an easy/quick way to obtain the free modular lattice on 3 generators in SAGE (it has 28 elements)? I searched a bit but was not able to find a good way. See https://blogs.ams.org/visualinsight/2016/01/01/free-modular-lattice-on-3-generators/ for the definition/visualization.

By the way, is there a reference for what the free modular lattice on 2 generators is? I have a guess but I am not sure.

Is there an easy/quick way to obtain the free modular lattice on 3 generators in SAGE Sage (it has 28 elements)? I searched a bit but was not able to find a good way. See https://blogs.ams.org/visualinsight/2016/01/01/free-modular-lattice-on-3-generators/ for the definition/visualization.

By the way, is there a reference for what the free modular lattice on 2 generators is? I have a guess but I am not sure.

Is there an easy/quick way to obtain the free modular lattice on 3 generators in Sage (it has 28 elements)? I searched a bit but was not able to find a good way. See https://blogs.ams.org/visualinsight/2016/01/01/free-modular-lattice-on-3-generators/ for the definition/visualization.

By the way, is there a reference for what the free modular lattice on 2 generators is? I have a guess but I am not sure.sure. Is the poset of join-irreducible elements of the free modular lattice on 3 generators a special poset? Does it have a name?