['Turn to 157° onto Acanthus Street and walk 341m.', 'Turn to 168° onto Eugenia Street and walk 1186m.', 'Turn to 78° onto Lavender Street and walk 61m.', 'Turn to 168° onto Eucalypt Street and walk 234m.', 'Turn to 79° onto Lilac Street and walk 40m.', 'Turn to 168° onto Hydrangea Street and walk 259m.', 'Turn to 257° onto Poinsettia Street and walk 48m.', 'Turn to 167° onto Clipper Street and walk 1026m.', 'Turn to 77° onto Tang Street and walk 79m.', 'Turn to 168° onto Partridge Street and walk 183m.', 'Turn to 177° onto Woodland Avenue and walk 504m.', 'Turn to 163° onto College Avenue and walk 506m.', 'Turn to 123° onto Glorious Way and walk 11m.', 'Turn to 139° onto Windsor Place and walk 102m.', 'Turn to 119° onto Glorious Way and walk 21m.']
What is the shortest path from 101007391 to 303732139?
Answer: Turn to 157° onto Acanthus Street and walk 341m. Turn to 168° onto Eugenia Street and walk 1186m. Turn to 78° onto Lavender Street and walk 61m. Turn to 168° onto Eucalypt Street and walk 234m. Turn to 79° onto Lilac Street and walk 40m. Turn to 168° onto Hydrangea Street and walk 259m. Turn to 257° onto Poinsettia Street and walk 48m. Turn to 167° onto Clipper Street and walk 1026m. Turn to 77° onto Tang Street and walk 79m. Turn to 168° onto Partridge Street and walk 183m. Turn to 177° onto Woodland Avenue and walk 504m. Turn to 163° onto College Avenue and walk 506m. Turn to 123° onto Glorious Way and walk 11m. Turn to 139° onto Windsor Place and walk 102m. Turn to 119° onto Glorious Way and walk 21m.