>[!abstract] >The **holomovement** is a theoretical concept coined by quantum physicist David Bohm ([[Bohm (1980)|Bohm, 1980]]) to describe the cosmos as an unbroken, undivided whole (the [[Implicate and explicate order|implicate or enfolded order]]) in constant motion. It suggests that all of reality is a dynamic, interconnected flux, and that physical objects are merely temporary patterns arising from this deeper universal process. >[!quote] >To indicate a new kind of description appropriate for giving primary relevance to implicate order, let us consider once again the key feature of the functioning of the hologram, i.e., in each region of space, the order of a whole illuminated structure is ‘[[Implicate and explicate order|enfolded]]’ and ‘carried’ in the movement of light. Something similar happens with a signal that modulates a radio wave. In all cases, the content or meaning that is ‘enfolded’ and ‘carried’ is primarily an order and a measure, permitting the development of a structure. With the radio wave, this structure can be that of a verbal communication, a visual image, etc., but with the hologram far more subtle structures can be involved in this way (notably three-dimensional structures, visible from many points of view). > >More generally, such order and measure can be ‘enfolded’ and ‘carried’ not only in electromagnetic waves but also in other ways (by electron beams, sound, and in other countless forms of movement). To generalize so as to emphasize undivided wholeness, we shall say that what ‘carries’ an implicate order is the holomovement, which is an unbroken and undivided totality. In certain cases, we can abstract particular aspects of the holomovement (e.g., light, electrons, sound, etc.), but more generally, all forms of the holomovement merge and are inseparable. Thus, in its totality, the holomovement is not limited in any specifiable way at all. It is not required to conform to any particular order, or to be bounded by any particular measure. Thus, the holomovement is undefinable and immeasurable ([[Bohm (1980)|Bohm, 1980]], p. 190–191). >[!related] >- **North** (upstream): — >- **West** (similar): — >- **East** (different): — >- **South** (downstream): —