| 19 16 |
| 0x0000 0x00FF lsb.18 |
| 0x0100 0x01f0 ../luc/EuroLatin.9.0 |
| 0x2000 0x20aa ../luc/GenPunct.9.0 |
| 0x2200 0x22f1 ../luc/MathOps1.9.0 |
| 0x3000 0x30fe ../shinonome/k16b.3000 |
| 0x4e00 0x4ffe ../shinonome/k16b.4e00 |
| 0x5005 0x51fe ../shinonome/k16b.5005 |
| 0x5200 0x53fa ../shinonome/k16b.5200 |
| 0x5401 0x55fe ../shinonome/k16b.5401 |
| 0x5606 0x57fc ../shinonome/k16b.5606 |
| 0x5800 0x59ff ../shinonome/k16b.5800 |
| 0x5a01 0x5bff ../shinonome/k16b.5a01 |
| 0x5c01 0x5dfe ../shinonome/k16b.5c01 |
| 0x5e02 0x5fff ../shinonome/k16b.5e02 |
| 0x600e 0x61ff ../shinonome/k16b.600e |
| 0x6200 0x63fa ../shinonome/k16b.6200 |
| 0x6406 0x65fb ../shinonome/k16b.6406 |
| 0x6602 0x67ff ../shinonome/k16b.6602 |
| 0x6802 0x69ff ../shinonome/k16b.6802 |
| 0x6a02 0x6bf3 ../shinonome/k16b.6a02 |
| 0x6c08 0x6dfb ../shinonome/k16b.6c08 |
| 0x6e05 0x6ffe ../shinonome/k16b.6e05 |
| 0x7001 0x71ff ../shinonome/k16b.7001 |
| 0x7206 0x73fe ../shinonome/k16b.7206 |
| 0x7403 0x75ff ../shinonome/k16b.7403 |
| 0x7601 0x77fc ../shinonome/k16b.7601 |
| 0x7802 0x79fb ../shinonome/k16b.7802 |
| 0x7a00 0x7bf7 ../shinonome/k16b.7a00 |
| 0x7c00 0x7dfb ../shinonome/k16b.7c00 |
| 0x7e01 0x7ffc ../shinonome/k16b.7e01 |
| 0x8000 0x81fe ../shinonome/k16b.8000 |
| 0x8201 0x83fd ../shinonome/k16b.8201 |
| 0x8403 0x85fe ../shinonome/k16b.8403 |
| 0x8602 0x87fe ../shinonome/k16b.8602 |
| 0x8805 0x89f8 ../shinonome/k16b.8805 |
| 0x8a00 0x8b9a ../shinonome/k16b.8a00 |
| 0x8c37 0x8dff ../shinonome/k16b.8c37 |
| 0x8e08 0x8ffd ../shinonome/k16b.8e08 |
| 0x9000 0x91ff ../shinonome/k16b.9000 |
| 0x920d 0x93e8 ../shinonome/k16b.920d |
| 0x9403 0x95e5 ../shinonome/k16b.9403 |
| 0x961c 0x97ff ../shinonome/k16b.961c |
| 0x9801 0x99ff ../shinonome/k16b.9801 |
| 0x9a01 0x9bf5 ../shinonome/k16b.9a01 |
| 0x9c04 0x9dfd ../shinonome/k16b.9c04 |
| 0x9e1a 0x9fa0 ../shinonome/k16b.9e1a |
