['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 815m.', 'Turn to 77° onto Ipswich Road and walk 618m.', 'Turn to 64° onto Ipswich Road and walk 2275m.', 'Turn to 102° onto Granard Road and walk 881m.', 'Turn to 99° onto Granard Road and walk 333m.', 'Turn to 163° onto Beaudesert Road and walk 998m.', 'Turn to 99° onto Boundary Road and walk 2287m.', 'Turn to 94° onto McCullough Street and walk 2937m.', 'Turn to 98° onto Padstow Road and walk 1349m.', 'Turn to 240° onto Gaskell Street and walk 226m.', 'Turn to 145° onto Angel Street and walk 49m.', 'Turn to 228° onto Alan Crescent and walk 141m.']
What is the shortest path from 101007391 to 3727455475?
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 815m. Turn to 77° onto Ipswich Road and walk 618m. Turn to 64° onto Ipswich Road and walk 2275m. Turn to 102° onto Granard Road and walk 881m. Turn to 99° onto Granard Road and walk 333m. Turn to 163° onto Beaudesert Road and walk 998m. Turn to 99° onto Boundary Road and walk 2287m. Turn to 94° onto McCullough Street and walk 2937m. Turn to 98° onto Padstow Road and walk 1349m. Turn to 240° onto Gaskell Street and walk 226m. Turn to 145° onto Angel Street and walk 49m. Turn to 228° onto Alan Crescent and walk 141m.