| {3} | Triangle |
| {4} | Square |
| {5} | Pentagon |
| {6} | Hexagon |
| {7} | Heptagon |
| {8} | Octagon |
| {9} | Enneagon |
| {10} | Decagon |
| {12} | Dodecagon |
| {5/2} | Pentagram |
| {6/2} | Hexagram |
| {8/2} | Octagram |
| {8/3}  | Octagram |
| {R} | Golden Rectangle |
| {G} | Greek Cross |
| {L} | Latin Cross |
Discovered by Harry Lindgren (1964).
Compared to the other dodecagram dissections this one is particularly inefficient. This is due to the dimensions of the pentagon making it impractical to form a pentagon tessellation that can overlay a dodecagram tessellation.
By turning over pieces we can improve the dissection, but a entirely different technique is required if the dissection is to be improved further.
This is a modification of a dissection discovered by Greg Frederickson.
Discovered by Harry Lindgren (1964).
This dissection is a very, very tight fit!