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System.Windows.Input.Manipulations Namespace
Visual Studio 2010
Provides functionality for monitoring and responding to a collection of manipulators as a single composite, enabling an application to track the changes to the composite instead of the individual components.
| Class | Description | |
|---|---|---|
![]() | InertiaExpansionBehavior2D | Describes desired expansion behavior of an inertia processor. |
![]() | InertiaParameters2D | Base class from which all inertia parameter classes are derived. |
![]() | InertiaProcessor2D | Implements the extrapolation of a manipulation's position, orientation, and average radius. |
![]() | InertiaRotationBehavior2D | Describes desired rotation behavior of an inertia processor. |
![]() | InertiaTranslationBehavior2D | Describes desired translation behavior of an inertia processor. |
![]() | Manipulation2DCompletedEventArgs | Represents data that is sent with a ManipulationProcessor2D.Completed event or an InertiaProcessor2D.Completed event. |
![]() | Manipulation2DDeltaEventArgs | Represents data that is sent with a ManipulationProcessor2D::Delta event or an InertiaProcessor2D::Delta event. |
![]() | Manipulation2DStartedEventArgs | Represents data that is sent with a Started event. |
![]() | ManipulationDelta2D | Represents the result of a 2D manipulation. |
![]() | ManipulationParameters2D | Base class from which all manipulation parameter classes are derived. |
![]() | ManipulationPivot2D | Represents pivot information used by a manipulation processor for single-manipulator rotations. |
![]() | ManipulationProcessor2D | Implements a multiple-input, single-output compositor for two-dimensional (2-D) transformations in a shared coordinate space. |
![]() | ManipulationVelocities2D | Represents a set of velocities calculated by the manipulation and inertia processors. |
| Structure | Description | |
|---|---|---|
![]() | Manipulator2D | Represents a 2D manipulator at an instant in time. |
| Enumeration | Description | |
|---|---|---|
![]() | Manipulations2D | Represents the possible affine two-dimensional (2-D) manipulations. |
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