Sum of propagations

Description:

Allows to define a sum of propagations. The list of resulting transformations is the assembly of all the added propagations.

General procedure:

  1. Define the propagations.

  2. Finish selecting propagations by clicking on STOP .

Example:

 The object with red edges is propagated, +Y (1x) et +Z (3x)

  • linear following +X (2x)

  • linear following +Y (1x)

  • linear following +Z (3x)

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