1 and 2. Principles of connection and heterogeneity: "...any point of a rhizome can be connected to any other, and must be"; 3. Principle of multiplicity: it is only when the multiple is effectively treated as a substantive, "multiplicity", that it ceases to have any relation to the One; 4. Principle of asignifying rupture: a rhizome may be broken, but it will start up again on one of its old lines, or on new lines; 5 and 6. Principle of cartography and decalcomania: a rhizome is not amenable to any structural or generative model; it is a "map and not a tracing". 
1 and 2. Principles of connection and heterogeneity: "...any point of a rhizome can be connected to any other, and must be"; 3. Principle of multiplicity: it is only when the multiple is effectively treated as a substantive, "multiplicity", that it ceases to have any relation to the One; 4. Principle of asignifying rupture: a rhizome may be broken, but it will start up again on one of its old lines, or on new lines; 5 and 6. Principles of cartography and decalcomania: a rhizome is not amenable to any structural or generative model; it is a "map and not a tracing". They elaborate in the same section, "What distinguishes the map from the tracing is that it is entirely oriented toward an experimentation in contact with the real."
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Principle
Principles
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They elaborate in the same section, "What distinguishes the map from the tracing is that it is entirely oriented toward an experimentation in contact with the real."