(An informal monthly-ish gathering focused on Laban Movement Analysis. Attending: Peggy Hackney, Brenton Cheng.)
Highlights:
- Laban’s “Dynamosphere” is a visual representation of the various flavors of Action Drive and their relationships. It maps each variation to a location in space, based on its component Efforts. Collectively, they form the vertices of a cube. It has been noted by many (Geoffrey Longstaff, Peggy Hackney, etc.) that the use of space in this representation is metaphorical (or “formal” or “conceptual”) space; it facilitates visualizing the relationships among the Effort combinations and does not necessarily correspond to actual physical space. Confusion can arise because the Effort directions chosen in this visualization correspond to the directional “affinities” of the basic Efforts in physical space that were commonly observed by Laban, and so it is easy to assume that the Dynamosphere is making a statement about how these variations of Action Drive appear in physical space — e.g. that going to Right Back Low with the left arm will be a Punch. Laban’s writings suggest that the Dynamosphere was actually primarily a way to make it easier to see Effort relationships.
- Normally, the component Efforts on which the standard Effort Cube is based are Weight, Time, and Space — no Flow. One can create three other “Flow-ful” Effort Cubes by replacing each of the axes, i.e. each of the component Motion Factors, with Flow. So, instead of the Vertical axis representing Weight Effort, it could be assigned to Flow, with perhaps Free Flow in the Upward direction and Bound Flow in the Downward direction. Going Right, Forward, High with the right arm would then be Indirect, Sustained, Free Flow. How would the Diagonal Scale feel using each of these altered cubes?
- Could the entire taxonomy of LMA terms be mapped to a tree structure? What would be the starting node, the root node? “Laban Movement Analysis”? “Unspecified Action”? And where would the “meta-themes” of Exertion/Recuperation, Inner/Outer, Function/Expression, Stability/Mobility, etc. be located? Perhaps the tree structure of Motif Notation symbols could provide a starting point.