convert tensors for future compatibility
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@ -79,11 +79,15 @@ def check_f_formations(idx, idx_t, centers, angles, radii, social_distance=False
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# Find the center of o-space as average of two candidates (based on their orientation)
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for radius in radii:
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x_0 = np.array([centers[idx][0], centers[idx][1]])
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x_1 = np.array([centers[idx_t][0], centers[idx_t][1]])
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x_0 = np.array([float(centers[idx][0]), float(centers[idx][1])])
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x_1 = np.array([float(centers[idx_t][0]), float(centers[idx_t][1])])
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mu_0 = np.array([centers[idx][0] + radius * math.cos(theta0), centers[idx][1] - radius * math.sin(theta0)])
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mu_1 = np.array([centers[idx_t][0] + radius * math.cos(theta1), centers[idx_t][1] - radius * math.sin(theta1)])
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mu_0 = np.array([
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float(centers[idx][0]) + radius * math.cos(theta0),
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float(centers[idx][1]) - radius * math.sin(theta0)])
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mu_1 = np.array([
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float(centers[idx_t][0]) + radius * math.cos(theta1),
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float(centers[idx_t][1]) - radius * math.sin(theta1)])
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o_c = (mu_0 + mu_1) / 2
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# 1) Verify they are looking inwards.
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