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Visual analytics of delays and interaction in movement data

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Figure

Figure 1. A sketch for an action–reaction pattern in an overlayed distance and delay plot
Figure 2. A metric space with p ∈ T1 and q ∈ T2 in R2.
Figure 3. Cosine on heading between θp and θq yields zero for two-dimensional trajectories.
Figure 4. Zig-zag movement of one trajectory while the other moves towards the global direction.
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