<snapdata remixID="9446876"><project name="startest" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>387/5000&#xD;StarTest&#xD;draws star permitted&#xD;&#xD;Input via controller:&#xD;   Radius perimeter r&#xD;   Number of corners and&#xD;   Input of the point angle beta&#xD;&#xD;calculated:&#xD;   Radius polygon inner circle ri&#xD;   Rister the radius of the inner circle of the star&#xD;   Length of the polygon chord&#xD;   Length of a star point on the side&#xD;   Point angle phi&#xD;   Corner angle of the pole delta&#xD;   Angle of inclination of the spike alpha&#xD;   Angle between spikes gamma&#xD;&#xD;StarTest&#xD;zeichnet Stern gestattet&#xD;&#xD;Eingabe über Regler:&#xD;  Radius Umkreis r&#xD;  Anzahl Ecken und&#xD;  Eingabe des Spitzenwinkels Beta&#xD;&#xD;berechnet:&#xD;  Radius Polygon Innenkreis ri&#xD;  Radius Stern-Innenkreis ristern&#xD;  Länger der Polygon Sehne &#xD;  Länge eines Sternzackens lSeite&#xD;  Spitzenwinkel phi&#xD;  Eckenwinkel des Poligons delta&#xD;  Steigungswinkel des Zackens alpha&#xD;  Winkel zwischen Zacken gamma </notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Bühne" width="800" height="600" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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