['Turn to 341° onto Acanthus Street and walk 96m.', 'Turn to 352° onto Harcourt Road and walk 157m.', 'Turn to 74° onto Ipswich Road and walk 1270m.', 'Turn to 76° onto Ipswich Road and walk 732m.', 'Turn to 358° onto Oxley Road and walk 317m.', 'Turn to 356° onto Oxley Road and walk 5343m.', 'Turn to 334° onto Wharf Street and walk 413m.', 'Turn to 20° onto Jack Pesch Bridge and walk 219m.', 'Turn to 131° onto Harts Road and walk 344m.', 'Turn to 70° onto College Drive and walk 6m.', 'Turn to 112° onto Cadiz Street and walk 10m.', 'Turn to 74° onto Meiers Road and walk 251m.', 'Turn to 32° onto Handel Street and walk 11m.', 'Turn to 101° onto Discovery Drive and walk 28m.']
What is the shortest path from 101007391 to 2366779849?
Answer: Turn to 341° onto Acanthus Street and walk 96m. Turn to 352° onto Harcourt Road and walk 157m. Turn to 74° onto Ipswich Road and walk 1270m. Turn to 76° onto Ipswich Road and walk 732m. Turn to 358° onto Oxley Road and walk 317m. Turn to 356° onto Oxley Road and walk 5343m. Turn to 334° onto Wharf Street and walk 413m. Turn to 20° onto Jack Pesch Bridge and walk 219m. Turn to 131° onto Harts Road and walk 344m. Turn to 70° onto College Drive and walk 6m. Turn to 112° onto Cadiz Street and walk 10m. Turn to 74° onto Meiers Road and walk 251m. Turn to 32° onto Handel Street and walk 11m. Turn to 101° onto Discovery Drive and walk 28m.