23-4-5 9:30 Forked Jadga's version of Gestures https://snap.berkeley.edu/snap/snap.html #present:Username=jadga& ProjectName=SnapCon%20Gestures& editMode&noRun Substituted Unicycle Gestures for drawing gestures. Learn whether the algorithm can distinguish among: across the gym, around the gym, stationary, figure eights, CW and CCW circles, Simple Gestures algorithm ($1 recognizer, depts.washington.edu/acelab/proj/ dollar/index.html) unicycleExamples distinguishes among all of these gestures but with conspiuous exceptions: e. g. The algorithm classifies a diagonal line from upper right to lower left quadrant as a figure8. Added script to render the items in the unicycleExamples by asking the user for the name of the gesture to render. Makes it easier to determine how to replicate the gesture. Added starting-point indicator (ala 1st grade hiragana and $1 recognizer). Added credits, WOWbell, instructions.data:image/png;base64,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23-4-5 9:30 Forked Jadga's version of Gestures https://snap.berkeley.edu/snap/snap.html #present:Username=jadga& ProjectName=SnapCon%20Gestures& editMode&noRun Substituted Unicycle Gestures for drawing gestures. Learn whether the algorithm can distinguish among: across the gym, around the gym, stationary, figure eights, CW and CCW circles, Simple Gestures algorithm ($1 recognizer, depts.washington.edu/acelab/proj/ dollar/index.html) unicycleExamples distinguishes among all of these gestures but with conspiuous exceptions: e. g. The algorithm classifies a diagonal line from upper right to lower left quadrant as a figure8. Added script to render the items in the unicycleExamples by asking the user for the name of the gesture to render. Makes it easier to determine how to replicate the gesture. Added starting-point indicator (ala 1st grade hiragana and $1 recognizer). Added credits, WOWbell, instructions.
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2
displays the sequence of points in a path over an adjustable time interval. This facilitates seeing the order in which the path was run.
1
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