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** Mo ~ tto!
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** and Mo
** English translation: Thomas Moore Johnson, Iamblichus ' exhortation to the study of philosophy, Osceola, Mo., 1907 ( repr.
** Yishun: School of Engineering, School of Information Technology before moving to its permanent home in Ang Mo Kio in April 1998.
** and ~
** Anomalous dynamics ( Random walk # Anomalous diffusion ), the stochastic motion of objects with mean squared displacement ( MSD ) that deviates from the relation for normal dynamics, MSD ~ t, where t is the time the process is seen ; anomalous dynamics are either faster than normal dynamics ( MSD > t ) or slower ( MSD < t )
** Brownian dynamics, the occurrence of Langevin dynamics in the motion of particles in solution ( e. g. a grain in water, as was first seen by Brown ); its famous property is: MSD ~ t, where MSD is the mean squared displacement, and t is the time the process is seen
** Normal dynamics, is a stochastic motion having a Gaussian probability density function in position with variance MSD that follows, MSD ~ t, where MSD is the mean squared displacement of the process, and t is the time the process is seen ( normal dynamics and Brownian dynamics are very similar ; the term used depends on the field )
** Orations: The fourteen Philippicae | Philippics against Marcus Antonius ~ Tufts University Classics Collection
** Plutarch's Parallel Lives: " The Comparison of Demetrius and Antony " ~ Internet Classics Archive ( MIT )
** A faster, fully hardware-based multiplier makes instructions such as MUL and IMUL several times as fast ( and more predictable ) than in the 80486 ; the execution time is reduced from 13 ~ 42 clock cycles down to 10 ~ 11 for 32-bit operands.
** RPG-7V2: Reloadable RPG launcher, PG-7VL with ~ 500 mm RHA penetration, PG-7VR with ~ 600 mm RHA penetration after ERA
** RPG-16: Reloadable RPG launcher, PG-16 with ~ 300 mm RHA penetration, higher accuracy and four times the range of the RPG-7
** RPG-27 " Tavolga ": One-shot disposable RPG launcher, PG-27 with ~ 750 mm RHA penetration after ERA
0.587 seconds.