Описание Geometry: step by step

Geometry app is the BEST way to learn the basics of geometric constructions!
                     *** About Geometry-app ***
   Geometry app is a brilliantly original application to learn how to construct geometric figures databases for students in colleges.
   Geometry app also allows students to colleges to distinguish construction steps to deepen understanding.
                      *** Geometry-app contains ***
. Construction stages of the mediator.
. The bisecting construction stages.
. Construction stages of the circumscribed circle.
. The steps of construction of the inscribed circle.
. The stages of construction of the center of gravity.
. Construction stages of the orthocenter.
************************************************** *******
   Geometry app is the BEST way to learn the basics of geometric constructions!
                       *** About Geometry-app ***
   Geometry app is a brilliantly original app to learn how to build basic geometric figures for college students.
   Geometry app aussi Allows college students to Distinguish Clearly the courses of Construction to Deepen Their understanding.
                    *** Geometry-app contains ***
. The courses of Construction of the mediator.
. The steps of building of the bisector.
. The courses of Construction of the circumscribed circle.
. The courses of Construction of the registered circle.
. The courses of Construction of the center of gravity.
. The courses of Construction of the orthocenter.
************************************************** *******
   Geometry-App ist der beste Weg, um die Grundlagen der geometrischen Konstruktionen zu lernen!
                    *** Über Geometry-App ***
   Geometry App ist eine Anwendung brilliant, um Grundlegende geometrische Figuren für Studenten zu lernen.
   Geometry App ermöglicht auch College-Studenten, die der Konstruktion Phasen deutlich zu unterscheiden, um zu ihr Verständnis vertiefen.
                   *** Geometry-App enthält ***
. Die Stadien of Aufbaus of Vermittlers.
. Die Schritte zum Aufbau der Winkelhalbierenden.
. Die Stadien of Aufbaus of umschriebenen Kreises.
. Die Stadien of Aufbaus of registrierten Kreises.
. Die Konstruktion der Phasen of Schwerpunkts.
. Die Etappen Aufbaus of the orthocenter.