226 | | || varuint || x[0] = (varuint + xorigin * xyscale) / xyscale || |
227 | | || varuint || y[0] = (varuint + yorigin * xyscale) / xyscale || |
228 | | || varuint ( present only if Z component ) || z[0] = (varuint + zorigin * zscale) / zscale || |
229 | | || varuint ( present only if M component ) || m[0] = (varuint + morigin * mscale) / mscale || |
| 226 | || varuint || x[0] = (varint + xorigin * xyscale) / xyscale || |
| 227 | || varuint || y[0] = (varint + yorigin * xyscale) / xyscale || |
| 228 | || varuint ( present only if Z component ) || z[0] = (varint + zorigin * zscale) / zscale || |
| 229 | || varuint ( present only if M component ) || m[0] = (varint + morigin * mscale) / mscale || |
| 230 | |
| 231 | Note: varint here (and not varuint like in point or multipoint). Rationale is unclear, but there are samples that seem to be indicate that it's like that. |