To: TobagoJack who wrote (148761 ) 5/26/2019 8:01:45 AM From: dvdw© Respond to of 218176 This all boils down to a mean time to productivity problem. Since all rare earths are by products of nucleation events and are mined above 5 miles depth, the entire field will only need to adjust by bringing to bear the motion of capital. As you should already know. Prices are always artifacts of some prevailing systems intents. Within higher awareness, what follows; is reduced to the Variable Times role in the shaping of capital. Capital in motion operates according to the same mechanisms as those mechanisms apparent in quantum biology. Quantum biology depends on motion, motion arrives from signals. Signals are generated by entanglement between levels of systemology. The translation periods between any problem and its multivariate solutions, is a matter for/of probability about a scenarios given mean time to productivity. As outline within the following Pensinger contribution. ts watch the evolution of this important information source representing the breakthrough required; to move to Holistic understanding; Where Viewpoints and data become data as viewpoints. Packets of information variables, define subject and object. Mr Pensinger,""The variables in the quantum wave equation are multivalued: for every value of x there are a multiplicity of corresponding values for y. Two different notions of identity are involved here, one simple and one complex. An entity with simple-identity, when in motion, carries very little holistic information about the system of which it is a part. An entity with complex-identity, when in motion, carries a large component of holistic information about the system to which it belongs." .... The fine details within the foundations governing these matters resides herein;From: dvdw© Quantum Determinism and Heterostasis geocities.com Linki is disconnected. which combines with the Energy Uncertainty Principle; states that because the time at which a particle has a given state whereas the operator is not an operator belonging to the particle, it must be a parameter describing the evolution of the system. In spectrocopy excited states have a lifetime. By the time energy uncertainty principle, they do not have a definite energy, and each time they decay, the energy they release is slightly different. The average energy of the outgoing photon has a peak at theoretical energy of the state, but the distribution has a finite width called the natural linewidth.Fast decaying states have a broad linewidth, while slow decaying states have a narrow linewidth. This reduces to the summary that the faster any particle decays the less certain is its mass. Within the context Dirac postulated that a precise definition of time energy uncertainty relation, in a relativistic quantum theory of events is the time at which the uncertainty relation appears with respect to the steady state which preceded its arrival.