This is a cue sheet for the Overlake to Evergreen Point Commute Bicycle Map. You can print it out for later use.
| Cumulative | Distance | Where | Notes | Direction | Elevation | |
|---|---|---|---|---|---|---|
| 0km | 0km | Microsoft Campus | Leaving Microsoft | NNE | 0° | 110.7m |
| 1.54km | 1.54km | Redmond | Get in the center lane here (the right lane turns right). There is a slight downhill for the next section of 156th with speedbumps and bikes can usually go faster than cars. | N | 0° | 95m |
| 3.31km | 1.78km | Left than right then left again onto Old Redmond Road through the housing development. | NW | 300° | 83m | |
| 3.84km | 0.52km | Old Redmond Road climbs for most of the next section, but it is never very steep. | W | 256° | 90m | |
| 5.44km | 1.6km | Get in the left lane before turning on 132nd. | SSW | 181° | 142m | |
| 7.69km | 2.25km | There is a pedestrian only bridge across 405 here. Take a left as soon as you get over 405. | WNW | 271° | 131m | |
| 8.31km | 0.62km | Kirkland | There is a gravel sidewalk/path here which connects 114th for bikes, but not cars. | S | 177° | 124m |
| 9.73km | 1.42km | There is a nice trail system in Watershed Park if you want an alternative. Just keep going straight on 114th. There is a map just inside the park, you want to come out on the west most exit. | SSW | 183° | 80m | |
| 10.21km | 0.48km | Big dip and climb through here | SSE | 149° | 56m | |
| 10.58km | 0.36km | South Kirkland Park and Ride | South Kirkland Park and Ride is here if you want to catch the bus early. | WSW | 237° | 35m |
| 11.6km | 1.02km | A steep climb starts up Points Drive here. See if you can beat the cars stuck in traffic on 520. | WNW | 279° | 15m | |
| 12.28km | 0.69km | Clyde Hill | There is a barrier here, but bikes are allowed through. | WNW | 273° | 44m |
| 12.84km | 0.56km | A trail that parallels 520 starts here. | WSW | 246° | 43m | |
| 13.79km | 0.95km | Another little trail starts here. | WNW | 272° | 19m | |
| 14.49km | 0.7km | Evergreen Point Flyer Stop | Get the bus to Seattle here. | W | 255° | 33m |

