


FIXED When modulating amp release, the release velocity was delayed by one note.ADDED The about screen now displays the Kontakt target.ADDED New factory script Arpeggiator (sync) based on the listener callback for solid host sync timing.ADDED KSP Level meter ranges and orientation can now be set with $CONTROL_PAR_RANGE_MIN and $CONTROL_PAR_RANGE_MAX.ADDED KSP It is now possible to attach the ui_meter to gain reduction meters.ADDED KSP Scripts can now send modulation events to the new From Script modulator.IMPROVED KSP It is now possible to refresh the ui_file_selector.ADDED KSP New KSP command redirect_output().ADDED It is now possible to set a user library path in the Kontakt options Loading Tab.CHANGED The Options Load/Import tab is updated and renamed to Loading.

REMOVED 32bit VST2 target is no longer provided.ADDED Kontakt now also provides a VST3 target.When trying to write the equation for #K_(sp)#, you need to know how to break the compound into ions (identify the monoatomic and polyatomic ions), how many moles of each ion are formed, and the charge on each ion.VST3 Target, User content base path, flexible EVENT_PAR routing. Thus, higher concentrations of ions mean greater solubility of the salt. The magnitude of #K_(sp)# directly indicates the solubility of the salt in water, since #K_(sp)# is derived from the concentrations of ions in equilibrium reactions. Now, the concentrations of solids are either unknown or assumed to be constant, so this reaction becomes Since this is an equilibrium reaction, we can write the equilibrium constant for it: Let's consider the saturated solution of silver chloride ( #AgCl#), where an equilibrium exists between the dissolved ions and undissolved silver chloride according to the following reaction: Here's an example to better demonstrate the concept. In general, the solubility product of a compound represents the product of molar concentrations of ions raised to the power of their respective stoichiometric coefficients in the equilibrium reaction. #K_(sp)# is called solubility product constant, or simply solubility product.
