Someone ran a walkability scenario at 40.1213, 9.0123 (https://t.co/xdnzDS39pk) using a movement speed of 1.33 ms⁻¹, a time limit of 600 s, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at 39.2535, 9.0571 (https://t.co/u3pqX9SaW0) using a movement speed of 1.33 ms⁻¹, a time limit of 600 s, 2 start points, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at 11.0164, 76.9702 (https://t.co/cSxWK6fbEp) using a movement speed of 1.33 ms⁻¹, a time limit of 600 s, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at 30.7584, 76.7984 (https://t.co/DvSeXeH4mD) using a movement speed of 1.33 ms⁻¹, a time limit of 600 s, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at 39.2148, 9.1097 (https://t.co/ZbRPI1sosu) using a movement speed of 1.33 ms⁻¹, a time limit of 900 s, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at 39.2244, 9.1215 (https://t.co/Om2P4zsKdl) using a movement speed of 1.33 ms⁻¹, a time limit of 900 s, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at 39.2244, 9.1215 (https://t.co/Om2P4zsKdl) using a movement speed of 1.33 ms⁻¹, a time limit of 600 s, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at 39.2242, 9.1216 (https://t.co/6vzS2l3ONn) using a movement speed of 1.33 ms⁻¹, a time limit of 600 s, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.8298, 144.9533 (https://t.co/O8xtO9DQdB) using a movement speed of 1.33 ms⁻¹, a time limit of 600 s, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.7599, 145.111 (https://t.co/OKbn8VCtCF) using a movement speed of 1.09 ms⁻¹ and a movement speed of 1.09 ms⁻¹ visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.7607, 145.1095 (https://t.co/t83l7egOSd) using a movement speed of 1.09 ms⁻¹ and a movement speed of 1.09 ms⁻¹ visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.7676, 145.1218 (https://t.co/VWpaM0mXfu) using a movement speed of 1.09 ms⁻¹ and a movement speed of 1.09 ms⁻¹ visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.7601, 145.1084 (https://t.co/Kcc3K5jZxw) using a movement speed of 1.09 ms⁻¹ and a movement speed of 1.09 ms⁻¹ visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.7671, 145.1193 (https://t.co/js8m5m1OfL) using a movement speed of 1.09 ms⁻¹ and a movement speed of 1.09 ms⁻¹ visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.7661, 145.1198 (https://t.co/NL6Q2aXPZ8) using a movement speed of 1.09 ms⁻¹ and a movement speed of 1.09 ms⁻¹ visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.7661, 145.1198 (https://t.co/NL6Q2aXPZ8) using a movement speed of 1.33 ms⁻¹ and a movement speed of 1.33 ms⁻¹ visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.7676, 145.1218 (https://t.co/13ku9ql27M) using a movement speed of 1.33 ms⁻¹ and a movement speed of 1.33 ms⁻¹ visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.848, 145.0831 (https://t.co/VISCqYtN9Q) using a movement speed of 1.04 ms⁻¹, a time limit of 600 s, 3 start points, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.848, 145.0831 (https://t.co/VISCqYtN9Q) using a movement speed of .81 ms⁻¹, a time limit of 600 s, 3 start points, and a slope limit of 4.09° visualised with ungrouped convex hulls.
Someone ran a walkability scenario at -37.848, 145.0831 (https://t.co/VISCqYtN9Q) using a movement speed of 1.33 ms⁻¹, a time limit of 600 s, 3 start points, and a slope limit of 4.09° visualised with ungrouped convex hulls.